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	<title>Gator Gallows &#187; Bookkeeping</title>
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		<title>Expert Law Firm Accounting Services For Lawyers &amp; Attorneys</title>
		<link>http://www.gatorgallows.com/expert-law-firm-accounting-services-for-lawyers-2/</link>
		<comments>http://www.gatorgallows.com/expert-law-firm-accounting-services-for-lawyers-2/#comments</comments>
		<pubDate>Wed, 07 May 2025 12:07:28 +0000</pubDate>
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		<description><![CDATA[<p>This makes it hard to track revenue accurately across all offices. This data-driven insight enables proactive decision-making rather than reactive problem-solving. Over time, firms that understand their financial performance at a granular level are far better positioned to increase profitability. &#8230; <a href="http://www.gatorgallows.com/expert-law-firm-accounting-services-for-lawyers-2/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/expert-law-firm-accounting-services-for-lawyers-2/">Expert Law Firm Accounting Services For Lawyers &#038; Attorneys</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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" width="257px" alt="law firm trust accounting service" /></p>
<p>
<p>This makes it hard to track revenue accurately across all offices. This data-driven insight enables proactive decision-making rather than reactive problem-solving. Over time, firms that understand their financial performance at a granular level are far better positioned to increase profitability. One of the most immediate profitability benefits of outsourced accounting is cost efficiency. Maintaining an in-house accounting function involves salaries, superannuation, leave entitlements, training, software licences, and ongoing compliance education. Plus, you can easily connect LawPay to QuickBooks Online to sync payments, handle reconciliation, and keep your accounting accurate and current.</p>
</p>
<p>
<div style='text-align:center'><iframe width='565' height='316' src='https://www.youtube.com/embed/Tx8Ug0cOfeY' frameborder='0' alt='law firm trust accounting service' allowfullscreen></iframe></div>
</p>
<p>
<h2>Simplify your practice with one tool.</h2>
</p>
<p>
<p>With Meru Accounting, your firm can focus on legal work while we handle the financial operations efficiently. As the firm grows, outsourced accounting can easily scale up. Outsourced accounting gives management a clear view of finances across all locations. Consolidated reporting shows office-wise performance and overall profitability.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="255px" alt="law firm trust accounting service" /></p>
<p>
<h2>Why Choose Meru Accounting for Outsourced Law Firm Accounting?</h2>
</p>
<p>
<div style='text-align:center'><iframe width='567' height='316' src='https://www.youtube.com/embed/0UL6qsSon1s' frameborder='0' alt='law firm trust accounting service' allowfullscreen></iframe></div>
</p>
<p>
<p>Accounting utilizes information from various sources to obtain key metrics of business profitability. Company founders use these metrics to  identify trends and forecast future changes. In those cases, make multiple outreach attempts via email or phone, and keep a log of every attempt.</p>
</p>
<p>
<h2>Audit-Ready Records</h2>
</p>
<p>
<p>With our accounting for attorneys expertise, you get high-level insights without the high-level cost. Our team brings a high level of accuracy, transparency, and responsiveness to every trust accounting relationship. Plus, you’ll have a dedicated account manager who knows your firm and your financial workflows. During that time, Susan was exceptionally skilled in her engagement with both the firm’s clients and prospective clients.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="law firm trust accounting service" /></p>
<p>
<p>This reduces the risk of penalties, corrections, and compliance issues. We handle payroll tax filings, compliance reports, and ongoing support for your firm. All filings follow current regulations and fixed deadlines. Our experts  also provide tax planning strategies for law firms to reduce risk and improve efficiency.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="259px" alt="law firm trust accounting service" /></p>
<p>
<p>Firms may also face client lawsuits and reputation damage that can destroy their practice. The process <a href="https://www.natchezdemocrat.com/sponsored-content/the-importance-of-professional-bookkeeping-for-law-firms-4435f7a6">Bookkeeping for Law Firms</a> involves comparing three critical financial records to verify they match exactly. Any discrepancies signal potential problems that require immediate investigation and resolution. The legal profession depends on trust, and these rules exist to protect both your clients and the profession itself. Forward-looking law firms embrace transparency in everything from client interactions to financial activity. Outsourcing law firm bookkeeping allows you to operate legally compliant and track every transaction, regardless of the volume of work.</p>
</p>
<p>
<ul>
<li>Limiting access to financial records helps protect sensitive information and prevents accidental changes.</li>
<li>Gibson Dunn is a leading global law firm, advising clients on significant disputes and transactions around the world.</li>
<li>Payroll schedules, approval steps, and reporting formats are defined clearly.</li>
<li>We are conveniently located at 350 Rutherford Road S, Unit 204 Brampton, ON, Canada, serving southern and central Ontario.</li>
<li>Law firms rely on accurate records, which is why proper financial management is essential to provide long-term success.</li>
<li>Our virtual setup avoids location limits and keeps collaboration smooth.</li>
</ul>
<p>
<h2>Client Accounts Management</h2>
</p>
<p>
<ul>
<li>Professional bookkeeping for law firms enables them to operate in accordance with current regulations and to correctly choose future development strategies.</li>
<li>Even small mistakes like a misspelled name, wrong tax ID, or inaccurate amount can cause significant filing issues.</li>
<li>Your firm can trust that funds are safe and properly accounted for.</li>
<li>By entrusting bookkeeping for law firms to the experienced specialists like BooksTime, your staff may focus on their primary responsibilities.</li>
<li>Secure access, approval roles, and documentation standards are established to ensure consistency.</li>
</ul>
<p>
<p>Law firms require precision, confidentiality, and consistency to protect their reputation and meet regulatory obligations. Managing accounting internally often leads to errors in trust accounts, delayed reports, and higher compliance risk. White label accounting services for law firms offer a reliable structure that combines legal accounting expertise with operational flexibility. Trust is built through consistent delivery, clear documentation, and systems designed specifically for law firm accounting. Instead of hiring, training, and supervising staff, firms rely on experienced professionals who manage financial operations quietly in the background.</p></p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/expert-law-firm-accounting-services-for-lawyers-2/">Expert Law Firm Accounting Services For Lawyers &#038; Attorneys</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Long-Term Capital Gains LTCG: Tax Rates, How to Calculate, Exemptions and Examples</title>
		<link>http://www.gatorgallows.com/long-term-capital-gains-ltcg-tax-rates-how-to-3/</link>
		<comments>http://www.gatorgallows.com/long-term-capital-gains-ltcg-tax-rates-how-to-3/#comments</comments>
		<pubDate>Sat, 18 May 2024 04:00:36 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gatorgallows.com/?p=85331</guid>
		<description><![CDATA[<p>This means that because they are not considered employees, they are responsible for their own federal payroll taxes (also known as self-employment tax). These taxes include Social Security tax, income tax, Medicare tax and other earned income and earned income &#8230; <a href="http://www.gatorgallows.com/long-term-capital-gains-ltcg-tax-rates-how-to-3/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/long-term-capital-gains-ltcg-tax-rates-how-to-3/">Long-Term Capital Gains LTCG: Tax Rates, How to Calculate, Exemptions and Examples</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
]]></description>
				<content:encoded><![CDATA[<p>This means that because they are not considered employees, they are responsible for their own federal payroll taxes (also known as self-employment tax). These taxes include Social Security tax, income tax, Medicare tax and other <a href="https://www.quick-bookkeeping.net/earned-income-and-earned-income-tax-credit-eitc/">earned income and earned income tax credit eitc tables</a> state income taxes that benefit W-2 employees. These forms report the annual salary paid during a specific tax year and the payroll taxes that were withheld.</p>
<ul>
<li>These tools help landlords factor in key deductions like mortgage interest, property taxes, and repairs.</li>
<li>Estimate capital gains, losses, and taxes for cryptocurrency sales.</li>
<li>IRS &#8211; Credits and tax deductions for individuals</li>
<li>This is the figure the IRS uses to determine how much tax you owe.</li>
<li>On the federal level, home office deductions are &#8220;not for an employee of a company who is a remote worker,&#8221; said Hannah Cole, an IRS enrolled agent and author of Taxes for Humans.</li>
<li>The standard deduction is a set amount based on your filing status.</li>
</ul>
<h2>Calculate Your Property Taxes in These Other States</h2>
<p>Knowing your taxable income helps you make smarter choices about deductions, retirement contributions and how much tax to withhold. Use this tool  to estimate the federal income tax you want your employer to withhold from your pay on Form W-4 Employee’s Withholding Certificate. This platform is designed to help you understand, model and verify how U.S. federal and state taxes apply to real-world income scenarios. Then you can estimate your taxable income by subtracting allowable deductions from your AGI. If you need to calculate your federal income tax, start by estimate your adjusted gross income, or AGI.</p>
<p>The Taxpayer Advocate Service is an independent organization within the IRS. Get in-person help at an IRS Taxpayer Assistance Center or at a Low Income Taxpayer Clinic. If your notice has a QR code, scan it to find information you need to take care of your account. Set up a payment plan, view your balance or get your transcript in your account.</p>
<p>The IRS uses your MAGI in many ways to determine if you’re eligible for certain deductions and credits, such as student loan interest deductions and the Child Tax Credit. Many states, as well as some cities and counties, have their own income taxes. Keep in mind that most taxpayers don’t itemize their deductions. To calculate taxable income, you begin by making certain adjustments from gross income to arrive at adjusted gross income (AGI). Based on these rates, this hypothetical $50,000 earner owes $5,914, which is an effective tax rate of about 11.8%.</p>
<ul>
<li>Your MAGI plays an important role when filing taxes because it determines what you owe the IRS and what tax benefits you’re eligible to receive.</li>
<li>With features like capital gains tracking, rental income calculations, and W-2 or 1099 inputs, a USA tax calculator is essential for managing finances and reducing costly errors.</li>
<li>However, for listed equity shares, equity-oriented funds, and units of business trusts, Rs. 1.25 lakhs can be claimed as an exemption.</li>
<li>The following table shows what your net pay would look like in each province or territory for the salary you entered.</li>
<li>You pay the higher rate only on the part that&#8217;s in the new tax bracket.</li>
</ul>
<p>W-2 employees are workers that get W-2 tax forms from their employers. Nearly all working Americans are required to  file a tax return with the IRS each year. Income in America is taxed by the federal government, most state governments and many local governments.</p>
<p>Independent contractors, unlike W-2 employees, will not have any federal tax deducted from their pay. However, this tax payment is divided in half between the employer and the employee. Both employers and employees split the Federal Insurance Contribution Act (FICA) taxes that pay for Social Security and Medicare. This means that employers withhold money from employee earnings to pay for taxes.</p>
<h2>How this federal tax calculator works</h2>
<p>If your taxable income is zero, that means you do not owe any income tax. If the standard deduction is larger than the sum of your itemized deductions (as it is for many taxpayers), you&#8217;ll receive the standard deduction. Some taxpayers, however, may choose to itemize their deductions. Many taxpayers claim the standard deduction, which varies depending on filing status, as shown in the table below. Prior to 2018, taxpayers could claim a personal exemption, which lowered taxable income.</p>
<p>Some of your Social Security or Railroad Retirement benefits may be taxable if the rest of your modified adjusted gross income (MAGI), excluding certain deductions and adding back half of these benefits, exceeds a base amount. For tax year 2024 you can deduct up to $2500 of student loan interest from your taxable income, and you do not need to itemize deductions on Schedule A (Form 1040) to receive the deduction. States that have a state income tax require that you file a separate state tax return, as they have their own rules. However, it also depends on your tax liability and whether or not you received any refundable tax credits. By contrast, nonrefundable tax credits can reduce your liability no lower than zero.</p>
<h2>Your Take-Home Pay</h2>
<p>“If you work on your dining table, you can&#8217;t deduct that because it’s not used exclusively for work,” said Therese Tippie, EP Wealth Advisors’ tax manager and financial planner. The rules are strict, and calculating your deductions can be complicated. Some states, like Pennsylvania, allow W-2 employees to take deductions for some work-related expenses the company doesn&#8217;t reimburse.</p>
<p>This can help you plan your finances better, whether it&#8217;s setting aside money if you owe taxes or planning how to use a potential refund. By using a tax refund calculator, you&#8217;ll get an idea of how much you might get back or owe. Deductions lower your taxable income. Your tax bracket is determined by your taxable income and filing status. To use the tax refund calculator, it’s best to have documents like your W-2s, 1099s, Social Security number, and last year’s tax return. These can include filing an incomplete or incorrect return, claiming certain credits such as the EITC or the time it takes your bank to process and post the deposit.</p>
<h2>How do bonuses and overtime affect my tax rate?</h2>
<p>The rate on the first $11,925 of taxable income would be 10%, then 12% on the next $36,550, then 22% on the final $1,525 falling in the third bracket. The federal income tax system is progressive, so the rate of taxation increases as income increases. If you expect to owe $1,000+ in taxes not covered by withholding (self-employment, investments, rental income), make quarterly payments. However, they may have higher sales taxes, property taxes, or other fees to compensate for lost income tax revenue. The US uses progressive taxation—you only pay higher rates on income above bracket thresholds. Actual tax calculations involve complex rules, credits, and deductions that vary by individual circumstances.</p>
<p>Estimating your tax refund can help you prepare for tax season. Most people use the standard deduction. It’s the starting point for calculating your taxes. Knowing your tax bracket can help you make smarter financial decisions.Use our Tax Bracket Calculator to determine your bracket The simplest way to lower the amount you owe is to adjust your tax withholdings on your W-4.</p>
<p>If you aren’t getting a tax refund and instead owe money come tax day, there may be a way to lessen the sting. Whether or not you get a tax refund depends on the amount of taxes you paid during the year. Tax credits are only awarded in certain circumstances, however. A financial advisor can help you understand how taxes fit into your overall financial goals. Both 1099 workers and W-2 employees must pay FICA taxes for Social Security and Medicare.</p>
<h2>Anticipating a tax refund after using our calculator? Set yourself up for the future by making smart money decisions.</h2>
<p>If you have a simple tax situation and have filled out your W-4 correctly, taxes already withheld from your paychecks might cover that bill for the year. Generally speaking, this means your income is divided into portions, and each portion is taxed at a different rate. This, among other factors, determines your taxable income, or the amount of income subject to tax. If you received any 1099 forms, certain ones may show gross income information in Box 1.</p>
<p>In some areas, there may be additional special rates for tax districts to fund services or projects like libraries and parks. A number of different rates appear on your real estate tax bill, including a rate for your county, your city and your school district. Otherwise, you will wind up paying more than your fair share of taxes. Your RAR doesn’t affect the taxes you actually pay, but it is important to know to ensure that your home is not over-assessed. If you’re looking at homes in New York, check out our mortgage guide for information about rates and getting a mortgage in New York.</p>
<p>USATaxCalculator.com is not responsible for any decisions made based on the information provided. If you’re a crypto investor, the IRS is paying close attention. Calculations are performed locally in your browser. Users should consult a licensed professional for official filings.</p>
<p>Security Certification of the TurboTax Online application has been performed by C-Level Security. Products for previous tax years First thirty (30) days of subscription to Expert 365 Business, starting from the date of enrollment is free. The following TurboTax Online offers may be available for tax year 2025.</p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/long-term-capital-gains-ltcg-tax-rates-how-to-3/">Long-Term Capital Gains LTCG: Tax Rates, How to Calculate, Exemptions and Examples</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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		<title>Financial reporting automation guide: Optimize your analysis</title>
		<link>http://www.gatorgallows.com/financial-reporting-automation-guide-optimize-your/</link>
		<comments>http://www.gatorgallows.com/financial-reporting-automation-guide-optimize-your/#comments</comments>
		<pubDate>Wed, 05 Apr 2023 08:27:24 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gatorgallows.com/?p=64515</guid>
		<description><![CDATA[<p>As the landscape of financial reporting continues to evolve, the integration of such pioneering tools into your reporting toolkit is not just beneficial—it&#8217;s essential. Automating these processes enables finance teams to significantly reduce the time and effort required for financial &#8230; <a href="http://www.gatorgallows.com/financial-reporting-automation-guide-optimize-your/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
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]]></description>
				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_1-2-300x200.png" width="252px" alt="finance reporting automation" /></p>
<p>As the landscape of financial reporting continues to evolve, the integration of such pioneering tools into your reporting toolkit is not just beneficial—it&#8217;s  essential. Automating these processes enables finance teams to significantly reduce the time and effort required for financial <a href="https://houstonstevenson.com/2022/11/16/cash-basis-of-accounting-definition/">https://houstonstevenson.com/2022/11/16/cash-basis-of-accounting-definition/</a> reporting and focus more on analyzing data and providing strategic insights. McKinsey reports that finance leaders using automation spend 20% more time on value-added activities than typical departments.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/img-8.png" width="253px" alt="finance reporting automation" /></p>
<h2>Banking &amp; Capital Markets</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/peo-3.png" width="256px" alt="finance reporting automation" /></p>
<p>For many companies, the first major hurdle arises with respect to implementation costs. While some firms may be skeptical of the initial investment, the long-term benefits of financial reporting automation ensure a high return on investment. Automated financial reporting software makes it simple to create reports, share them with desired parties, electronically review and monitor their statuses, and achieve transparency within your organization. From management reporting to financial statement analysis, the system can pull and transform data to create the types of <a href="https://www.bookstime.com/articles/financial-reporting-automation">finance reporting automation</a> reports you need. Automated systems are susceptible to&nbsp;cybersecurity threats&nbsp;such as data breaches,&nbsp;malware, and&nbsp;phishing attacks. To mitigate these risks, organizations must implement robust security measures, including data encryption, firewalls, intrusion detection systems, and stringent user access controls.</p>
<ul>
<li>A well-calibrated strategy connects revenue-driving innovation with cost-saving automation, while embedding transparency and governance to build enduring trust.</li>
<li>By automating financial reporting, you ensure data accuracy by minimizing the risk of human error.</li>
<li>Also, software reduces data entry or calculation errors, helping accountants meet Government Accounting Standards Board and Financial Accounting Standards Board requirements for reporting.</li>
<li>Financial reporting automation involves using software and technology to streamline and enhance the process of collecting, analyzing, and presenting financial data.</li>
<li>Automating financial reporting offers a wide range of advantages that can transform the way organizations manage their financial processes.</li>
</ul>
<h2>No-Code Workflows: Extract Tabular Data From Images</h2>
<ul>
<li>Financial reporting automation tools connect to source systems and stream data as it changes.</li>
<li>Automation in financial reporting significantly enhances the precision of financial data.</li>
<li>As automated solutions present unique cybersecurity risks, it is important that service providers ensure their software gets regular security updates to mitigate these concerns.</li>
<li>Finally, since most payments are processed digitally, human intervention is not necessary for accurate bookkeeping.</li>
<li>These reports offer crucial insights into a company&#8217;s financial health and performance.</li>
<li>Val Srinivas is the banking and capital markets research leader at the Deloitte Center for Financial Services.</li>
<li>FlowForma provides businesses with a powerful, no-code process automation solution tailored to their finance reporting automation needs.</li>
</ul>
<p>One of the most tangible benefits of automation is the considerable amount of time it saves. Tasks that once took hours or days, such as aggregating data from different sources, reconciling accounts, and generating reports, can now be completed in a fraction of the time with minimal human intervention. This efficiency not only speeds up the reporting cycle but also frees up financial teams to focus on more strategic tasks, such as analyzing trends, planning budgets, and advising on financial decisions.</p>
<h2>Meet our team</h2>
<ul>
<li>Standardization across data formats, naming conventions, and processing rules is essential for automation tools to effectively parse, analyze, and report data.</li>
<li>Provide comprehensive training to your finance team, covering both the technical aspects of the software and the updated workflows.</li>
<li>Enhanced cybersecurity features and role-based access controls now come standard with most upgrades to address evolving regulatory and insurance demands.</li>
<li>Rather than requiring manual data entry, the automation software pulls information in real time or at scheduled intervals, ensuring your reports always reflect current financial status.</li>
<li>Open-protocol solutions such as BACnet and KNX receive preferential treatment in grant programs, prompting building owners to replace proprietary networks during planned renovations.</li>
<li>And as a client searches flights to Italy, the same digital agent automatically completes a travel rewards credit card application and issues a digital card immediately, calibrated to the client’s expected spending.</li>
</ul>
<p>Up to 35% improvement in proactive risk management using AI compared to traditional methods. Up to 50% boost in productivity and speed through human/AI collaboration as scalable, modular, AI-augmented operations and infrastructure modernize the back-office. No, we haven’t forgotten that to harvest the upside you’re probably going to need to make serious investments in infrastructure, data governance and&nbsp;Responsible AI oversight. And your investments&nbsp;should be supported by a strong culture of innovation and relentless talent education. These expenditures should enable your bank to embrace longer-term agility and scalability. Banks that embrace AI could drive up to a 15-percentage-point improvement in their efficiency ratio.</p>
<div style='text-align:center'><iframe width='568' height='315' src='https://www.youtube.com/embed/wPs1JYAiOTI' frameborder='0' alt='finance reporting automation' allowfullscreen></iframe></div>
<h2>000+ Financial Aid Assistant Jobs in United States</h2>
<ul>
<li>By having the data all in one place, CFOs and business managers can have strategic discussions about financial performance because they’re all looking at the same metrics and figures.</li>
<li>This integration capability ensures seamless data flow and eliminates the need for manual data entry across different systems.</li>
<li>Traditional reporting methods, reliant on spreadsheets and manual data compilation, result in inaccuracies and compliance risks with challenges related to expense management, purchase orders, and more.</li>
<li>By systematically replacing existing software with purpose-built, autonomous applications, banks can embed agentic capabilities directly into their core operations.</li>
<li>Additionally, automation enhances accuracy and consistency by eliminating manual data entry and calculation errors.</li>
<li>These platforms support a range of payment methods, including credit cards, bank transfers, and digital wallets, and they often integrate with accounting systems to streamline financial reporting and reconciliation processes.</li>
<li>This reduces administrative load significantly — giving CFOs the speed and efficiency they need.</li>
</ul>
<p>First, agentic AI should not be viewed as an independent initiative, disconnected from the broader AI and automation efforts. Agentic AI is often best for complex tasks requiring proactive execution and autonomous decision-making while traditional AI may suit pattern recognition and predictive tasks. Once banks identify the right AI initiatives, they should merge their existing core banking suite with the new AI fabric,30&nbsp;enabling AI agents and legacy cores such as COBOL systems to co-exist and operate more seamlessly. Driving this growth are rising e-commerce parcel volumes, labor shortages, and corporate commitments to net-zero emissions, which have transformed  automation into a critical element of supply chain design. Retailers prioritize automated order-fulfillment <a href="https://www.pinterest.com/pin/1129770256539818411/">Cash Disbursement Journal</a> systems as a strategy against wage inflation. Moreover, the adoption of 5G and private LTE networks within warehouses enables seamless coordination among robots and vehicles.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/07/accountants-4.svg" width="250px" alt="finance reporting automation" /></p>
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		<title>Compare Payroll Packages &amp; Pricing</title>
		<link>http://www.gatorgallows.com/compare-payroll-packages-pricing/</link>
		<comments>http://www.gatorgallows.com/compare-payroll-packages-pricing/#comments</comments>
		<pubDate>Tue, 15 Nov 2022 00:52:33 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gatorgallows.com/?p=75942</guid>
		<description><![CDATA[<p>Paychex recognizes that payroll solutions for small businesses are different from those with over 1,000 employees. Gusto’s friendly design and full-service payroll system with HR features make it the best overall payroll software provider. But full-service payroll software isn’t right &#8230; <a href="http://www.gatorgallows.com/compare-payroll-packages-pricing/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
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]]></description>
				<content:encoded><![CDATA[<p>Paychex recognizes that payroll solutions for small businesses are different from those with over 1,000 employees. Gusto’s friendly design and full-service payroll system with HR features make it the best overall payroll software provider. But full-service payroll software isn’t right for every small-business owner. Help employees save money by reducing their taxable income, which in turn helps reduce your company&#8217;s payroll taxes. For businesses who want an All-in-One solution for HR guidance, payroll, benefits, compliance, and risk management. For established businesses with detailed payroll and employee management needs.</p>
<p>OnPay offers everything for a monthly base fee of $36/month, plus an additional $4/month per user. Its benefits features and providers are especially comprehensive. OnPay is used mostly by small businesses in the construction, law, and real estate industries. It is also used heavily <a href="https://kia.co.tz/variable-cost-meaning-formula-types-and-importance/">https://kia.co.tz/variable-cost-meaning-formula-types-and-importance/</a> in the financial services and advertising industries.</p>
<ul>
<li>Data is automatically shared and transferred between them, saving you the time you’d otherwise spend entering the same information in multiple places.</li>
<li>It’s our passion to help American businesses by providing streamlined, easy, and affordable payroll management solutions.</li>
<li>The best payroll services typically require a monthly investment but deliver significant ROI through time savings and error reduction.</li>
<li>This may mean simply tracking PTO accruals or enabling employees to request time off and managers to approve or deny it.</li>
<li>Plus, hands-free perks like automated payroll runs and tax filing make it super easy for thinly-staffed businesses to tackle more with less.</li>
<li>Utilize our online handbook builder tool that provides access to federal and state policies.</li>
</ul>
<p>Global payroll is challenging for small and midsize businesses, but Papaya Global makes hiring employees and contractors in more than 160 countries convenient. The base package starts at $10 per employee per month, or $8 with annual billing, plus an additional $6 per person for payroll services. Whether you should go with regular payroll software and services or a PEO payroll service depends on a few factors, including your budget. Some payroll services provide mobile access to their software.</p>
<h2>How much does Gusto cost?</h2>
<p>Best for continuous calculation and running audits mid-pay period. They also help manage tax forms, compliance, and regulations. Tailored software solutions for CEOs, CFOs, HR, General Managers, Payroll Managers, and more.</p>
<h2>Businesses With 1-19 Employees</h2>
<p>While Gusto offers some comparable HR capabilities such as offer letter generation and file storage, it doesn’t match Rippling’s sophisticated automation infrastructure. Preview payroll calculations before Rippling processes them automatically. However, what distinguishes Rippling is its unified approach to data management and process automation.</p>
<p>To find the average state salary for accountants, we used data from the US Bureau of Labor’s annual occupational employment stats. SurePayroll’s self-service plan, at $19, is half that of Gusto’s and Paychex’s full-service plans. It then uses that information to calculate paychecks. However, while you can use it to easily and affordably pay contractors, that&#8217;s pretty much all you can do.</p>
<h2>User Score</h2>
<p>Choose a time period to view employee payroll deductions that have already been deducted. Shows all the payroll taxes that we deposited with tax agencies on your behalf (e.g., the date of filing, dollar amounts, and payroll period). Run payroll and pay employees using our simple 3-step process.</p>
<p>Easily manage your employees and control payroll costs with our all-in-one Paychex Flex® technology, compliance experts, and HR support. Paychex will credit an Eligible Client’s invoice for free payroll services in months four (4), five (5), six (6), seven (7), eight (8) and nine (9) following commencement of payroll processing services. At Zuma, we calculate, file, deposit, and reconcile your payroll taxes for you so you stay focused on running your business. Nanny taxes are the payroll taxes household employers are responsible for withholding and paying each paycheck when they hire a household employee, such as a nanny. Rippling even touts that most businesses can use their software to run payroll in only 90 seconds. However, using an online payroll service dramatically speeds up how long it takes to run payroll.</p>
<p>After whittling our list down to 17 contenders, eight payroll  software programs were chosen as our top recommendations. Built-in scheduling and compliance features help companies comply with overtime regulations and notify employees of new shifts. Entering time card data into a payroll system is time-intensive and error-prone. Its no-code workflow builder can update your accounting software and assign tasks to pay employees a referral bonus or retroactive pay raise. With this arrangement, payroll is administered under the PEO company’s tax identification number, not the business’s. This can include payroll obligations, such as processing payroll, managing payroll taxes and maintaining compliance.</p>
<h2>Employee Self-Service</h2>
<ul>
<li>Simplify, automate, and empower with our full-service payroll processing.</li>
<li>Insurance is sold and serviced by Paychex Insurance Agency, Inc., 225 Kenneth Drive, Rochester, NY 14623.</li>
<li>OnPay offers many options that most online payroll services charge extra for, like multistate payroll processing and custom payroll reports.</li>
<li>Since every business has different needs, it’s hard to objectively determine the best payroll service provider.</li>
<li>Skilled health advocates help employees navigate health insurance billing and claims, find doctors and specialists, schedule appointments, and more.</li>
<li>Its basic payroll software plan automates most aspects of running payroll, including automatic payroll tax administration at no extra cost.</li>
</ul>
<p>As you add employees, we also help you stay organized. Powerful integrations let you keep it all in sync with accounting software, integrated benefits, and more. We don’t handle payments for garnishments, health insurance, child support, or other retirement plans. However, you can use our Basic Payroll and file outside of the software if your business is required to file Form 943.</p>
<p>HR and Payroll are the foundation of your business. We keep up with changing laws and regulations, so <a href="https://www.intuit-payroll.org/full-service-payroll/">full service payroll</a> you can stay focused on running your business — not trying to understand legal updates. Simplify 1099 reporting and receive fast,  accurate payments for your independent contractors.</p>
<p>For other states, we do offer free workers&#8217; comp integration with NEXT Insurance, who offers Pay-As-You-Go Workers’ Compensation Insurance. Patriot Software accepts credit or debit cards from Visa, Mastercard, American Express, and Discover for your software and service fees. In the months you don’t run payroll, you will only be charged the base price for the payroll. You can access it anytime or anywhere you have data or internet access. If a worker does not have a payroll during certain months, you are not charged for them.</p>
<p>Doing manual payroll calculations is certainly more time-consuming than using payroll software that automatically calculates wages and deductions. How long it takes to run payroll depends largely on whether you’re doing it manually or using an online payroll service. If you’re unsure whether you want <a href="https://jotc.ac.in/robert-brownstein-cpa-company-overview-contact-3/">https://jotc.ac.in/robert-brownstein-cpa-company-overview-contact-3/</a> to spend money on an online payroll service, you can start with a free trial.</p>
<p>Paycom is a full-service HCM solution that specializes in detailed payroll processing, reporting, and user-self service. You’ll get all your basic payroll and year-end tax filing functions with ADP Workforce Now. ADP is also best suited for paying salaried staff or hourly employees with extremely straightforward schedules. You should use Gusto if you are a small business owner looking to move away from manual payroll processing to cloud-based, user-friendly payroll with basic HR analytics. Best simple payroll service at an affordable, all-inclusive price. Best for large businesses focused on data and efficiency</p>
<p>We even make it possible to make multiple deposits per employee. Keeping up with changing regulatory tax requirements, filing deadlines, and compliance can be a hassle. In reality, it requires a lot of forms and can be time-consuming, complicated, and filled with compliance risks. Paying your household employee in cash is legal, but it’s unlikely to make your life easier. Get the tools you need to pay your people—without complications or hassle. In reality, it can be time-consuming, complicated, and fraught with compliance risks.</p>
<p>The Basic payroll plan handles all of the payroll needs for you, but you are responsible for the payroll tax requirements. Alternatively, you can upgrade to its full-service payroll solution, which costs less than most competitors. Patriot Software still provides unlimited payroll runs for all pay frequencies and supports 1099 and W-2 workers. “We use it for payroll and benefits and it’s simple and effective. We were pleased that Gusto connected to more than 20 time-tracking applications and dozens of other apps for business operations, collaboration, hiring, learning management and more.</p>
<h2>Business Planning</h2>
<p>There are likely to be payroll companies for small businesses located near you, and a Google search should reveal them. Small business payroll companies generally offer plans that scale up as your company hires. Have a look at our article on how to choose payroll software for more information.</p>
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		<title>How to Calculate FIFO and LIFO?</title>
		<link>http://www.gatorgallows.com/how-to-calculate-fifo-and-lifo/</link>
		<comments>http://www.gatorgallows.com/how-to-calculate-fifo-and-lifo/#comments</comments>
		<pubDate>Thu, 14 Jul 2022 18:07:45 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gatorgallows.com/?p=18869</guid>
		<description><![CDATA[<p>Simply put, efficient inventory management helps you boost cash flow, maximize profits, gain business intelligence, and quickly respond to customer needs. The FIFO method works on the principle that an organization sells the oldest inventory first. It’s much simpler to &#8230; <a href="http://www.gatorgallows.com/how-to-calculate-fifo-and-lifo/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
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				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Billcom.png" width="257px" alt="how to calculate fifo and lifo" /></p>
<p>Simply put, efficient inventory management helps you boost cash flow, maximize profits, gain business intelligence, and quickly respond to customer needs. The FIFO method works on the principle that an organization sells the oldest inventory first. It’s much simpler to track inventory, cash flow, and profits with FIFO because of its straightforward approach. According  to a physical count, 1,300 units were found in inventory on December 31, 2016.</p>
<h2>FIFO and LIFO Inventory Management and Calculations</h2>
<p>If the price you paid for that inventory fluctuates during that time period, this does need to be taken into account as well. Once you have that figure, you multiply the cost by the total amount of inventory sold in that period. Selecting between FIFO, LIFO, and WAC depends on various factors, including the type of products you sell, your business location, and your financial goals. For instance, if you’re in a country that adheres to IFRS, LIFO won’t be an option.</p>
<h2>( . Cost of ending inventory :</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-5.png" width="259px" alt="how to calculate fifo and lifo" /></p>
<p>To make FIFO calculations even easier, try our <a href="https://www.bookstime.com/articles/how-to-calculate-fifo-and-lifo">how to calculate fifo and lifo</a> Enerpize FIFO template, a ready-to-use tool that shows your COGS and ending inventory step-by-step. Optimize your inventory tracking and keep your maintenance operations running smoothly. Manufacturers rely on FIFO to track raw materials, work-in-progress (WIP), and finished goods. Using FIFO guarantees that older materials are used first, reducing the risk of stale inventory and aligning with production efficiency goals. Inflation, the general rise in prices, highlights the core difference between FIFO and LIFO. Let’s assume that a sporting goods store begins the month of April with 50 baseball gloves in inventory and purchases an additional 200 gloves.</p>
<h2>Example – LIFO periodic system in a merchandising company:</h2>
<ul>
<li>FIFO or LIFO can have a big impact on your business’s financials and tax.</li>
<li>Companies often use this method in industries where products have a limited shelf life, such as food or pharmaceuticals.</li>
<li>Outside of the U.S., most other countries follow the rules set by the IASB.</li>
<li>When inventory costs are rising, LIFO records the most recent (higher-cost) inventory as an expense first, increasing the COGS.</li>
<li>For example, it may be challenging to decide on the price of each product amidst fluctuating inventory prices.</li>
</ul>
<p>But we say that in order to calculate the cost of goods sold both of the methods assume that inventory is being sold as per the required order. Higher inflation rates will increase the difference between the FIFO and LIFO methods since prices will change more rapidly. If inflation is high, products purchased in July may be significantly cheaper than products purchased in September. Under FIFO, we assume all of the July products are sold first, leaving a high-value remaining inventory. Under LIFO, September products are sold first even if July products are left over, leaving the remaining at a low value.</p>
<p>Here’s an example of when it makes sense to sell older items first for effective inventory management, even if you use the LIFO system. Imagine your grocery store buys milk for $1 per gallon, then the price rises to $1.50. But if you use LIFO, you account for the sale as if the $1.50 milk (bought last) was sold first. When you sell inventory, you report the cost of goods sold (COGS) – what you paid for the inventory – as an expense. If you use FIFO, you calculate COGS based on items you’ve already bought. This makes it easier to predict how changing prices will affect your future margins.</p>
<p>The Generally Accepted Accounting Principles (GAAP) allow organizations to choose LIFO, FIFO, or the weighted average cost method. However, companies following IFRS standards must only use FIFO for inventory valuation reporting. The Accounting Standards for Private Enterprises (ASPE) also refrains enterprises from using LIFO. The primary reason for this prohibition is that the LIFO method doesn’t provide accurate income statement matching.</p>
<div style='text-align:center'><iframe width='566' height='311' src='https://www.youtube.com/embed/KfCaqdYCvqM' frameborder='0' alt='how to calculate fifo and lifo' allowfullscreen></iframe></div>
<h2>FIFO Formula</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Yuri-N-150x150.png" width="259px" alt="how to calculate fifo and lifo" /></p>
<p>LIFO is permitted under US Generally Accepted Accounting Principles (GAAP) but not allowed under International Financial Reporting Standards (IFRS). LIFO (Last In, First Out) is an accounting method used for inventory valuation, where the most recently acquired items are assumed to be sold or used first. Under LIFO, the cost of the latest inventory purchased is the first to be recorded as the cost of goods sold (COGS), leaving older inventory as ending stock. FIFO, or First In, First Out, is an inventory valuation method that assumes that inventory bought first is disposed of first. LIFO can be a strategic choice for businesses looking to reduce taxable income, but it also has limitations depending on accounting regulations and financial reporting goals. The LIFO reserve reduces the Cost of Goods <a href="https://www.google.com/search?q=recording+transactions">recording transactions</a> Sold (COGS) on the income statement.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Tyler-N-150x150.png" width="258px" alt="how to calculate fifo and lifo" /></p>
<p>In contrast, LUFO leads to higher COGS and lower profits, which can help businesses reduce taxable income during inflation. Increased profits result in a higher taxable income, which could lead to more significant tax liabilities for your business. FIFO (First In, First Out) is an inventory valuation method where your business sells or uses the oldest  stock first. These methods impact everything from your cost of goods sold (COGS) to your taxable income and profitability.</p>
<p>By evaluating the FIFO vs LIFO accounting methods and their effects on cost <a href="https://ptnshouse.com/financial-risk-what-is-it-types-examples-sources-2/">https://ptnshouse.com/financial-risk-what-is-it-types-examples-sources-2/</a> flow, businesses can make informed decisions that align with their operational needs and financial objectives. Inventory accounting is crucial for retail businesses as it directly impacts financial statements and tax calculations. The method you choose for inventory valuation affects your cost of goods sold (COGS), gross profit, and net income. Therefore, selecting the right inventory costing method is more than just compliance; it’s a strategic business decision. FIFO and LIFO are inventory cost accounting methods for calculating the value of goods or inventory companies sell during a period. These accounting methods determine how organizations represent their inventory of raw materials, produced goods, and profits in financial reports.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/GustoPartner.png" width="254px" alt="how to calculate fifo and lifo" /></p>
<h2>FIFO in Perishable and Seasonal Industries</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Carrie-F-150x150.png" width="251px" alt="how to calculate fifo and lifo" /></p>
<p>FIFO is compliant with both US GAAP and IFRS, so it’s a safe choice for consistent reporting. Since FIFO is global, it’s good if your business operates across multiple jurisdictions. Only the oldest goods in inventory are counted in this calculation, so the earliest goods purchased are accounted for first. LIFO is more commonly used by companies dealing with nonperishable goods to reduce tax burdens during inflation. It’s the opposite of FIFO, where the newest inventory is sold first instead of the oldest.</p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/how-to-calculate-fifo-and-lifo/">How to Calculate FIFO and LIFO?</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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		<title>How to Use the Excel PMT Function 4 Examples</title>
		<link>http://www.gatorgallows.com/how-to-use-the-excel-pmt-function-4-examples/</link>
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		<pubDate>Thu, 08 Jul 2021 04:14:04 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>It offers the most frequent compounding opportunity among common compounding frequencies, leading to faster growth and increased potential returns on your investment. However, if simplicity is a priority, you may consider investments with less frequent compounding frequencies. If you desire &#8230; <a href="http://www.gatorgallows.com/how-to-use-the-excel-pmt-function-4-examples/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/how-to-use-the-excel-pmt-function-4-examples/">How to Use the Excel PMT Function 4 Examples</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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				<content:encoded><![CDATA[<p>It offers the most frequent compounding opportunity among common compounding frequencies, leading to faster growth and increased potential returns on your investment. However, if simplicity is a priority, you may consider investments with less frequent compounding frequencies. If you desire faster growth and are comfortable with more frequent <a href="https://gianguyenco.net/all-about-property-management-accounting-a/">https://gianguyenco.net/all-about-property-management-accounting-a/</a> compounding calculations, monthly compounding may be a suitable choice.</p>
<p>Up to this point, we generally have assumed that interest was calculated at the end of each year, based on the principal balance at the beginning of the year and the annual interest rate. What is annually and quarterly and semi annually no The compounding period can vary depending on the specific terms of the investment or loan. This process continues for the duration of the investment or loan, leading to exponential growth in the case of investments or an increase in the total cost of borrowing in the case of loans. The interest earned during each compounding period is added to the principal, and from that point forward, interest is calculated on the new, higher principal amount.</p>
<p>This means that the interest earned in the first month is reinvested and compounded at the end of the month, and the same process is repeated for each subsequent month throughout the year. This means that the interest does not compound throughout the year but is added to the principal as a lump sum at the end. Compound interest is the process of earning interest on both the principal amount and the accumulated interest.</p>
<h2>From 12 Hours to 2: Real Stories of Financial Pros Scaling Smarter with Reach Reporting</h2>
<p>Biannual carries the same meaning as semiannual, but what does biennial mean? Interest is calculated and added to the principal twice a year. A company invests $5,000 in a bond that pays 8% interest per year, compounded quarterly. By the end of the year, your savings will have grown to approximately $2,127.16 due to monthly compounding.</p>
<p>Quarterly compounding involves adding interest once every three months. Again, not a huge difference but the value becomes significant over time. <a href="https://www.personal-accounting.org/how-to-calculate-monthly-wages-if-you-are-paid/">annual semi annual quarterly monthly</a> With weekly compounding, that number would be $5,295.33.</p>
<p>Each month, the interest is calculated and added to the principal. The growth accelerates because you earn interest on the interest already added. Interest is compounded <a href="https://moqtna.com/setting-up-export-of-iop-data-to-quickbooks-online-5/">https://moqtna.com/setting-up-export-of-iop-data-to-quickbooks-online-5/</a> 365 times per year.</p>
<ul>
<li>Semiannual is important to understand when purchasing bonds.</li>
<li>Just the interest amount is calculated using the formula Pert &#8211; P as usual.</li>
<li>The interval to be used is stated in the rate.</li>
<li>For example, we get more compound interest if the amount is compounded daily than it is compounded annually.</li>
<li>Continuous compounding is a theoretical concept where interest is calculated and added to the principal continuously, without specific compounding periods.</li>
<li>It plays a crucial role in determining the growth rate of your investment and the overall impact of compound interest.</li>
<li>This compounding frequency is commonly employed in high-yield savings accounts, certificates of deposit (CDs), and credit cards.</li>
</ul>
<p>The simple interest value for each time period is the same because the principal on which it is calculated is constant. Again, the interest for the next time period is calculated on the accumulated principal value. Compound interest is an interest calculated on the principal and the existing interest together over a given time period.</p>
<p>Let&#8217;s calculate the PW$1 factor for 4 years at an annual interest rate of 6%, with monthly compounding. AH 505 contains separate sets of compound interest factors for annual and monthly compounding. Now let&#8217;s calculate the FW$1 for an annual rate of 6% for 4 years, but with monthly compounding. That is, we have assumed that interest was compounded (or discounted) on an annual basis, and in solving problems we have used the annual compounding pages in AH 505 (opens in a new tab).</p>
<h2>Annual Compounding</h2>
<p>This term is often confused with biannual due to their similarity in spelling. Semiannual is also an adjective, and it also describes something that happens twice a year. Something that is biannual happens twice a year. That is the case with the words biannual and biennial, which appear nearly identical, but do not mean the same thing. Other times, very similar words will refer to different ideas, introducing confusion. Sometimes, English has <a href="https://www.studiolegalebenetti.it/book-balance-explained-definition-differences-with/">https://www.studiolegalebenetti.it/book-balance-explained-definition-differences-with/</a> more than one word that refers to the same idea.</p>
<p>If the principal is in pounds or yen, the compound interest would also be in pounds or yen respectively. The unit of compound interest is the unit of currency and is the same as the unit used for the principal value. The more the time interval is the less the compound interest.</p>
<p>However, just to reiterate, the principal amount never changes in a simple interest calculation. Theoretically there are two types of interest rates, simple and compounding. By understanding compound interest and the implications of different compounding frequencies, you can make informed decisions and leverage this financial concept to your advantage. Continuous compounding, while a theoretical concept, represents the maximum growth potential among compounding frequencies.</p>
<h2>E-Math – Compound Interest – Annually, semi-annually and quarterly</h2>
<p>Effectively you are halving the interest rate but multiplying it to to the amount twice. In this section, we will be covering interest in depth and the different ways that interest can compound, and how it&#8217;s calculated. Conversely, when you invest, you are granting immediate money to another party, and they are paying you for this money, through interest. This is money  that you can spend now, so you are in effect, paying (paying the interest) to have this money on hand immediately.</p>
<ul>
<li>In monthly compounding, the interest earned during each month is added to the principal at the end of that month.</li>
<li>In lesson 3, we calculated the PW$1 factor at an annual rate of 6% for 4 years with annual compounding.</li>
<li>With more frequent compounding, the investment grows at a faster rate than semi-annual and annual compounding.</li>
<li>One significant advantage of daily compounding is the highest frequency of compounding compared to other compounding frequencies.</li>
<li>This means your investment grows faster and faster as time goes on.</li>
<li>It provides a more frequent opportunity for the interest to compound compared to annual and semi-annual compounding, resulting in faster growth of your investment over time.</li>
</ul>
<p>In this article, we will explore the different compounding frequencies and their implications. It includes formulas for different compounding frequencies and provides examples for practical applications. We provide 100% free financial calculators with no registration required. The most comprehensive collection of free financial calculators online. Bonds can have different coupon payment frequencies, which affects their effective annual yield.</p>
<p>Biennial comes from the Latin biennium, which means a two year period. Biannual is derived from the prefix bi-, which means two, twice, double, doubly, as it comes from the Latin bi-, meaning twice, double, and annual comes from the Old French twelfth century word, annuel, which derives from the Latin annus, year. You may learn more about financial modeling from the following articles – Recognizing the potential benefits of compound interest encourages individuals to start investing early, allowing their money to work for them more effectively over the long term. These returns are reinvested, leading to potential exponential growth.</p>
<p>While a traditional savings account with simple interest earns money on your deposits, compound interest savings accounts allow you to earn money on the interest you earn as well. Compound interest allows you to earn money on your savings. If, however, you want to keep using biannual and biennial, here is a trick to remember the difference. Since biannual and biennial are the real problem, writer Bryan Garner (2016) recommends that you avoid them entirely, and use every other year instead.</p>
<h2>Example 1 – Calculate the Annual Payment Using the PMT Function</h2>
<p>Businesses rely on three primary types of financial reports—monthly, quarterly, and annual—to stay informed throughout the year. Calculate loan payments for different periods for a 7-year home loan with an annual interest date of 5% and a loan amount of $250,000. Ie Number of Interest periods per year times number of years.The Final value of the transaction can be easily calculated under simple interest. As an example for a quarterly 12% APR you have four compounding periods (each with 3% interest per period).</p>
<p>After one year, your investment grows to $1,050. The interest is calculated at approximately 0.0137% (5% divided by 365) every day. The interest is calculated at approximately 0.4167% (5% divided by 12) every month. The interest is calculated at 1.25% (5% divided by 4) every quarter.</p>
<p>In semi-annual compounding, the interest earned during each six-month period is added to the principal at the end of that period. Semi-annual compounding is a compounding frequency where interest is added to the principal twice a year. When considering investments that offer annual compounding, it’s crucial to evaluate the annual interest rate, as well as the potential for compounding over several years. This can delay the growth of your investment compared to shorter compounding periods, where the interest is reinvested more frequently.</p>
<p>For example, if you had $5,000 in a money market account with an interest rate of 5% that compounded daily, you would earn $0.68 in interest your first day. For purposes of simplicity, we will illustrate each compounding period assuming that no money is coming in or out of an account. The more frequently interest is compounded, the more interest is earned, as interest is calculated and added to the principal more often. Compound interest allows investments to grow exponentially over time as interest is earned on both the principal and accumulated interest.</p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/how-to-use-the-excel-pmt-function-4-examples/">How to Use the Excel PMT Function 4 Examples</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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		<title>How to Balance a Checkbook in 2025: Step-by-Step Guide</title>
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		<pubDate>Fri, 23 Apr 2021 18:39:24 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>While continuously updating your running balance gives you a real-time view of your money, your monthly bank statement offers a crucial official record and a periodic summary of your account&#8217;s financial journey. At its core, balancing a checkbook is the &#8230; <a href="http://www.gatorgallows.com/how-to-balance-a-checkbook-in-2025-step-by-step/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/how-to-balance-a-checkbook-in-2025-step-by-step/">How to Balance a Checkbook in 2025: Step-by-Step Guide</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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				<content:encoded><![CDATA[<p>While continuously updating your running balance gives you a real-time view of your money, your monthly bank statement offers a crucial official record and a periodic summary of your account&#8217;s financial journey. At its core, balancing a checkbook is the process of comparing your personal record of all your financial transactions (deposits, withdrawals, payments, fees) against the statements provided by your bank. Look through every transaction on your bank statement (or online) and compare any checks paid to your check register. To reconcile your transactions, you&#8217;ll need to compare the balance in your checkbook register to your bank statement.</p>
<ul>
<li>This is the step that usually gives people the biggest headache.</li>
<li>They would compare the ending balance they have with what their bank said they have and then see if there are any mismatched records.</li>
<li>Add the deposit to your balance.</li>
<li>This is definitely one of those skills everyone should have, regardless of the fact that many of us don’t write more than one check each month.</li>
<li>If a deposit shows up that you do not recognize, you should speak with someone at your bank.</li>
<li>Includes tips and learn why this habit is key to personal financial success.</li>
</ul>
<h2>Your Financial Blueprint: Laying the Foundation with a Check Register</h2>
<p>This control translates directly into peace of mind, freeing you from financial worry and allowing you to focus on your goals and aspirations. It grants you a profound sense of financial empowerment, knowing that you are in command of your resources. The more you do it, the less effort it will take, and the more intuitive your financial understanding will become.</p>
<h2>How To Balance A Checkbook In 5 Steps</h2>
<p>Learning to spot and prevent these &#8220;usual suspects&#8221; can save you a lot of time, stress, and money in the long run. Balancing your checkbook isn&#8217;t just about matching numbers; it&#8217;s about building a robust system that catches mistakes before they become expensive problems. By following this method, your adjusted balance ($2,005.00 in the example) provides the most accurate reflection of the money you truly have available to spend or save right now. This table helps you visualize and calculate your adjusted bank balance. This adjustment turns your bank&#8217;s view of your money into your most current view. The process of bringing these two records into agreement is called financial reconciliation, and it&#8217;s a powerful tool for maintaining accuracy and control over your finances.</p>
<p>Some banks still mail out monthly bank statements around the end of the month, but many have switched to online statements only. So, if struggle to keep track of your bank account balance, try this budgeting method instead and keep track of this number yourself! A transaction register isn&#8217;t just for tracking debit card purchases or whenever you&#8217;re writing a check. When you learn how to balance a checkbook, you&#8217;ll be able to keep careful track of both deposits and withdrawals. When you learn how to balance a checkbook, you&#8217;ll have a detailed history of every single expense and deposit going in and out of your account.</p>
<p>This is how you balance your checkbook from start to finish. Now that you know how important it is to balance your checkbook, how do you even do it? Finally, lots of people also use this time each month to compare their ending balance with their budget. It might seem like a really annoying chore, (does anyone balance their checkbook anymore?) but it is so important. They would compare the ending balance they have with what their bank said they have and then see if there are any mismatched records. The phrase “balance checkbook” means something different today than it did years ago.</p>
<p>Get back to budgeting basics by learning how to balance a checkbook the modern way. Go through the entire month and verify that you made all the transactions and that there isn’t any fraudulent activity going on. Different balances can also be a sign of overlooked bank fees, payments you didn’t make, or a bank error.</p>
<p>Michael Grace is a personal finance and technology freelance writer based in New York. If you forgot to record the rent payment on Monday, you might have to scrimp ’til payday because you unintentionally strained your budget. For example, say you wrote a check to pay rent on Monday. Similar products and services offered by different companies will have different features and you should always read about product details before acquiring any financial product. Our goal is to help everyone, regardless of their background or financial knowledge, gain the confidence and skills to make informed financial decisions and achieve financial success. Money Instructor® provides comprehensive resources that empower young people and adults with practical knowledge and skills in money management, investing, business, and the economy.</p>
<p>The memo line, where you can write the purpose of the check, is optional, though it&#8217;s helpful for checkbook balancing and recordkeeping. Then, you&#8217;ll go through your bank statement and factor in any other transactions not listed. You&#8217;ll also write down any debit card or bank transactions for the month. You may use your checkbook ledger, the back of your bank statement, a notebook, or a spreadsheet. The checkbook register, also known as your checkbook ledger, is a booklet in your checkbook where you&#8217;ll record details about checks you&#8217;ve written out.</p>
<p>This is the main body of your statement, presenting a chronological record of every financial activity that has gone through your account during the statement period. Located near the top of the statement, the beginning balance is the exact amount of money in your account at the start of the statement period. If you prefer a physical record, you can usually opt-in for this service when you open your account or through your online banking portal.</p>
<h2>BUDGETING, Budgeting Basics</h2>
<p>Make purchases with your debit card, and bank from almost anywhere by phone, tablet or computer and more than 15,000 ATMs and 5,000 branches. Tracking account activity can give insight into spending habits and create a feeling of control over your finances. A regular practice will help you manage your finances effectively, avoid overdraft fees and detect fraud or errors quickly.</p>
<p>Balancing a checkbook can be just the thing you need to propel you into a better financial future. Each time you make a purchase, write the amount in the debit column, and each time you make a deposit into your account, write it in the credits. It will give you a clear sense of not only how much money is in your bank account, but where your money goes. Recheck for any uncleared transactions to clear each day and check them off as they clear. Pick a time of the day when you’re free every day and log into your online banking. If the result is a standard dollar and cent number, such as 2.95 — not 2.956 — then search for that number in your checkbook register.</p>
<h2>Step 5: Fix Errors &#038; Adjust Your Balance</h2>
<p>Or, you can use free options like tracking your debits and deposits in your own spreadsheets or even a small spiral-bound register! There are lots of apps that you can use to record every single transaction you make. If you aren’t in the habit of keeping a list of every transaction, you will need to skip this step, but make it a point to start. Catch the small transactions and make a plan for how to save every cent that you can.</p>
<p>But even today, you can use the same concept to manage your money. GOBankingRates works with many financial advertisers to showcase their products and services to our audiences. My husband would save his receipts during the day and keep them on the dining room table for me to record each night.</p>
<ul>
<li>There are two columns in your checkbook to record these transactions.</li>
<li>Your bank statement ending balance is $2,000.</li>
<li>To avoid making mathematical errors, buy a register cover with a built in calculator.</li>
<li>This includes debit card debits or checks you wrote that the other person didn’t cash/deposit yet.</li>
<li>Reconciling your transactions regularly, at least once a month, helps you detect any discrepancies or potential fraud.</li>
<li>If you aren’t doing this, and you want to be able to balance your checkbook at the end of the month, then you need to start keeping track.</li>
</ul>
<p>Compare the list of transactions on your account with the deposits and purchases that you expect. You can pay bills, review purchases and look at your statement balance in real time. If you&#8217;re not monitoring your cash flow, you could be hit with bank overdraft fees or have to pay interest on your outstanding credit card balance. Learning how to balance your checkbook can help you manage your budget.</p>
<p>The overarching goal of diligently balancing your checkbook is to empower you with complete control and clarity over your finances. Think balancing your checkbook is a relic of the past, something only your grandparents did? This teaching lesson plan and worksheet you practice and learn about checkbook balancing using a checkbook reconciliation form. Use it to reconcile, or balance, your checkbook. This is a basic introduction to checkbook balancing.</p>
<p>If you  didn’t keep track, but you have all of your debit card receipts, deposit receipts, and carbon copies of your checks, then you can play catch-up and get your checkbook register up to speed. If you aren’t doing this, and you want to be able to balance your checkbook at the end of the month, then you need to start keeping track. Next, you can simply keep your debit card receipts and deposit receipts and periodically check them against your bank records using your online account access. The practice might also lead to detecting unauthorized transactions or bank errors, enabling timely resolution and preventing financial loss. A good rule of thumb is to repeat the balancing process about once a month or when you receive your bank statement.</p>
<p>Your bank statement ending balance is $2,000. This includes checks you’ve written, debit card transactions, automatic bill payments, deposits, and withdrawals. Learn the essential skill of balancing a checkbook, or checkbook register, to reconcile and take control of your personal finances. Apps like Mint and PocketGuard can help, but always cross-check with your bank statements. At least once a month, or more frequently if you write checks often.</p>
<p>Keeping track of your money will help you stay within your budget. If you prefer having control over the transactions, you can choose to enter each one manually as well. This app allows you to sync your online banking to the app, <a href="https://www.online-accounting.net/what-does-encumbered-mean-in-accounting-2/">what does encumbered mean in accounting</a> so you don’t have to manually enter things.</p>
<p>It&#8217;s even more surprising that some people don&#8217;t even know how to properly write a check. Through The Budget Mom (TBM), I’ve empowered millions to make more mindful financial choices and find confidence in their money journey. Make a list of all outstanding checks or ATM/MasterCard withdrawals. This includes ATM withdrawals, MasterCard transactions and any automatic debit transactions like insurance payments, loan and/or utility payments.</p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/how-to-balance-a-checkbook-in-2025-step-by-step/">How to Balance a Checkbook in 2025: Step-by-Step Guide</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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		<title>Income Statement Definition, Explanation and Examples</title>
		<link>http://www.gatorgallows.com/income-statement-definition-explanation-and/</link>
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		<pubDate>Thu, 18 Mar 2021 08:00:33 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[<p>There is no gross profit subtotal, as the cost of sales is grouped accounting meaning with all other expenses, which include fulfillment, marketing, technology, content, general and administration (G&#38;A), and other expenses. The income statement may have minor variations between &#8230; <a href="http://www.gatorgallows.com/income-statement-definition-explanation-and/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
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				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2020/04/Screenshot_7-300x200.png" width="254px" alt="accounting definition" /></p>
<p>There is no gross profit subtotal, as the cost of sales is grouped <a href="https://www.bookstime.com/articles/accounting">accounting meaning</a> with all other expenses, which include fulfillment, marketing, technology, content, general and administration (G&amp;A), and other expenses. The income statement may have minor variations between different companies, as expenses and income will be dependent on the type of operations or business conducted. However, there are several generic line items that are commonly seen in any income statement.</p>
<ul>
<li>Accounting success relies on generally accepted accounting principles (GAAP), up-to-date statements, and the accounting cycle.</li>
<li>Marilyn is delighted to see that Joe already has an intuitive grasp of this basic accounting principle.</li>
<li>These have the objective of detecting errors or fraud that have already occurred that could result in a misstatement of the financial statements.</li>
<li>Much of the reporting of such information is voluntary, especially in the United States.</li>
<li>These frameworks dictate how transactions should be recorded and reported, ensuring transparency for stakeholders.</li>
</ul>
<h2>Going Concern Principle:&nbsp;It is assumed that the business will continue to operate indefinitely.</h2>
<p>Enhance your proficiency in Excel and automation tools to streamline financial planning processes. Learn through real-world case studies and gain insights into the role of FP&amp;A in mergers, acquisitions, and investment strategies. Upon  completion, earn a prestigious certificate to bolster your resume and career prospects. For instance, inventory should be valued on the basis of ‘least of the cost and market price’ as per the principle of conservatism.</p>
<h2>Deferred Income Taxes</h2>
<p>ACCOUNTING&nbsp;method of valuing&nbsp;INVENTORY&nbsp;under which the costs of the first goods acquired are <a href="https://belinvestcu.co.uk/2022/05/16/nonprofit-bookkeeping-accounting-services-in-7/">https://belinvestcu.co.uk/2022/05/16/nonprofit-bookkeeping-accounting-services-in-7/</a> the first costs charged to&nbsp;expense. Federal law enacted in 1971 giving persons the right to see their&nbsp;credit&nbsp;records at credit reporting bureaus. The difference in perception between the public and the&nbsp;CPA&nbsp;as a result of&nbsp;accounting&nbsp;and&nbsp;audit&nbsp;service.</p>
<h2>Foreign Corporation</h2>
<p>New ASSETS invested largely in companies that are developing new ideas, products, or processes. The process of determining the&nbsp;PRESENT VALUE&nbsp;of a&nbsp;BOND&nbsp;based on the current&nbsp;MARKET INTEREST RATE. MUNICIPAL BOND&nbsp;term&nbsp;referring to the&nbsp;debt&nbsp;of government entities within the jurisdiction of larger government entities and for which the larger entity has partial&nbsp;CREDIT&nbsp;responsibility. Any individual or other taxable entity that is required to file a&nbsp;return,&nbsp;statement&nbsp;or any other document with the&nbsp;IRSmust indicate his (or its) taxpayer identification number. For an individual, the&nbsp;social security&nbsp;number is used, and if you do not have a social security number, the IRS will assign you a&nbsp;TIN.</p>
<p>You are a cash basis taxpayer if you report income in the year you receive it, regardless of when it was earned. You constructively receive income when it is made available to you, for example, by being credited to your bank account. Whether you’re looking to hire accountants or give them more tools,&nbsp;accounting software&nbsp;can help. These tools speed up report generation, tax filing, and payment management. With this software handling rote work, accountants can focus on their most important tasks. Tax accountants minimize tax liability and keep you compliant with the IRS.</p>
<ul>
<li>The balance sheet is prepared in order to report an organization’s financial position at the end of an accounting period, such as midnight on December 31.</li>
<li>A TAX that is levied by a state or city government on the retail sale of goods and services.</li>
<li>Income from SECURITIES and other non-business investments; such as DIVIDENDS, INTEREST, etc.</li>
<li>Rate at which INTEREST is deducted in advance of the issuance, purchasing, selling, or lending of a financial instrument.</li>
<li>Bank reconciliations are completed at regular intervals to ensure that the company’s cash records are correct.</li>
</ul>
<ul>
<li>The systematic allocation of the cost of an asset from the balance sheet to Depreciation Expense on the income statement over the useful life of the asset.</li>
<li>A trust may be a simple trust in one year and a complex trust in another year.</li>
<li>The primary objective is to reveal the profits and losses of a business.</li>
<li>Under the PURCHASE METHOD OF ACCOUNTING, one entity is deemed to acquire another and there is a new basis of accounting for the ASSETS and LIABILITIES of the acquired company.</li>
</ul>
<p>Since a check is written, we know that one of the accounts involved is Cash. (Take another look at the last TIP.) While we have not yet identified the second account, what we do know for certain is that the second account will have to be debited. In this transaction (and all transactions) there must be a minimum of two accounts involved—one (or more) of the accounts must be debited, and one (or more) must be credited. The accounting equation (and the balance sheet) should always be in balance.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/04/0a9fbefb-c22d-45dd-95cf-0decf95ee7d1-300x207.jpg" width="259px" alt="accounting definition" /></p>
<p>Tangible&nbsp;LONG TERM&nbsp;ASSETS used in the continuing operation of a business that are unlikely to change for a long time. Period&nbsp;of 12 consecutive months chosen by an entity as its&nbsp;ACCOUNTING&nbsp;period which may or may not be a calendar year. Fixed&nbsp;Asset&nbsp;- Any tangible ASSET with a life of more than one year used in an entity&#8217;s operations. Taxpayers meeting statutory requirements MUST file various returns on the prescribed forms.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/82181ef3df.jpg" width="252px" alt="accounting definition" /></p>
<p>Statements issued by the&nbsp;AMERICAN INSTITUTE OF CERTIFIED PUBLIC ACCOUNTANTS (AICPA)&nbsp;that specifically relate to REVIEWS and COMPILATIONS. Transfer&nbsp;of all, or a portion of, a&nbsp;subsidiary&#8217;s stock or other ASSETS to the stockholders of its&nbsp;PARENT <a href="https://www.bing.com/search?q=bookkeeping">bookkeeping</a> COMPANYon a&nbsp;PRO RATA&nbsp;basis. A way of pricing the cost of&nbsp;INVENTORY&nbsp;as coming from a specific purchase. Fund that limits its investments to a particular sector of the marketplace. Member of a&nbsp;stock exchange&nbsp;who maintains a fair and orderly&nbsp;MARKET&nbsp;in one or more securities. This type of&nbsp;TRUST&nbsp;is required to distribute all its&nbsp;income&nbsp;currently, whether or not the&nbsp;TRUSTEE&nbsp;actually does so, and it has no provision in the trust&nbsp;instrument&nbsp;for charitable contributions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/e6a3fdcc-ddfa-431e-b121-156e551bbfe3-731x500.jpg" width="259px" alt="accounting definition" /></p>
<div style='text-align:center'><iframe width='561' height='316' src='https://www.youtube.com/embed/j7Nbq0zrSmo' frameborder='0' alt='accounting definition' allowfullscreen></iframe></div>
<p>The sequence of steps followed in the accounting process to measure business transactions and transform the measurements into FINANCIAL STATEMENTS for a specific period. This example shows how the accounting equation stays balanced as transactions occur, reflecting the financial position of the business accurately. While you are out of town, the furnace in  your rental property stops working. Your tenant pays for the necessary repairs and deducts the repair bill from the rent payment.</p>
<h2>IAS 37 Provisions, Contingent Liabilities and Contingent Assets</h2>
<p>Interest&nbsp;computed on&nbsp;principal&nbsp;plus interest earned in previous periods. FINANCIAL&nbsp;STATEMENT&nbsp;comprising the accounts of two or more entities. Mixing ASSETS, e.g. customer-owned SECURITIES, with those owned by a&nbsp;firm&nbsp;in its proprietary accounts. Used to measure the ability of ASSETS to generate operating&nbsp;CASH FLOWS. Distribution of a CORPORATION’s earnings to stockholders in the form of&nbsp;CASH. Method of&nbsp;bookkeeping&nbsp;by which&nbsp;REVENUES&nbsp;and EXPENDITURES are recorded when they are received and paid.</p>
<p>The post <a rel="nofollow" href="http://www.gatorgallows.com/income-statement-definition-explanation-and/">Income Statement Definition, Explanation and Examples</a> appeared first on <a rel="nofollow" href="http://www.gatorgallows.com">Gator Gallows</a>.</p>
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		<title>Monthly vs Annual Accounting Which Is Better for Business?</title>
		<link>http://www.gatorgallows.com/monthly-vs-annual-accounting-which-is-better-for/</link>
		<comments>http://www.gatorgallows.com/monthly-vs-annual-accounting-which-is-better-for/#comments</comments>
		<pubDate>Mon, 14 Sep 2020 17:17:35 +0000</pubDate>
		<dc:creator><![CDATA[gatorgallows]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://www.gatorgallows.com/?p=81303</guid>
		<description><![CDATA[<p>Bookkeepers and accountants sometimes do the same work, but have a different skill set. In general, a bookkeeper&#8217;s role is to record transactions and keep you financially organized, while accountants provide consultation, analysis, and are more qualified to advise on &#8230; <a href="http://www.gatorgallows.com/monthly-vs-annual-accounting-which-is-better-for/">Continue reading <span class="meta-nav">&#8594;</span></a></p>
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				<content:encoded><![CDATA[<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Yuri-N-150x150.png" width="259px" alt="are bookkeeping and accounting the same" /></p>
<p>Bookkeepers and accountants sometimes do the same work, but have a different skill set. In general, a bookkeeper&#8217;s role is to record transactions and keep you financially organized, while accountants provide consultation, analysis, and are more qualified to advise on tax matters. In this guide, we&#8217;ll explain the functional differences between accounting and bookkeeping, as well as the differences between the roles of bookkeepers and accountants. Our virtual bookkeeping services in Toronto focus on delivering a full suite of services that are tailored specifically to your business. It all starts with getting your accounts in order, and that’s exactly what virtual bookkeeping will deliver. Moreover, all transactions should be recorded daily or weekly in accounting software.</p>
<h2>Balance Sheet Template</h2>
<p>The recordation process includes setting up a system of record keeping, tracking transactions within that system, and aggregating the resulting information into a set of financial reports. This definition includes all aspects of the accounting function, from transaction recordation through to the preparation of financial statements. Workday offers integrated solutions that seamlessly connect bookkeeping and accounting, helping business owners make informed, data-driven decisions. Our tools empower teams to align their financial processes with strategic goals to achieve transformative outcomes. While it is possible for a small business owner to handle both tasks on their own, it can be time-consuming and prone to errors. Hiring a professional bookkeeper and accountant <a href="https://www.pinterest.com/pin/1129770256528795161/">Bookkeeping for Consultants</a> ensures that financial records are accurate and up-to-date, and allows the business owner to focus on other aspects of running the business.</p>
<h2>Services</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/08/info-4.png" width="250px" alt="are bookkeeping and accounting the same" /></p>
<p>Virtual bookkeeping is also known as online bookkeeping, which should give you a clue about how it works. We follow a very defined process to keep the distant process of bookkeeping services in Toronto seamless. Put simply, you send us all of the source documents and transaction instructions you need to deal with, and we’ll do the rest. Also, you can limit permissions to only the tools required for bookkeeping tasks. These records support compliance during tax filings and cross-border payments.</p>
<ul>
<li>Some small companies may not have an official bookkeeper, so an accountant will also take on the responsibilities of a bookkeeper too.</li>
<li>SOPs explain how you want tasks done, such as how expenses are entered or how invoices are named.</li>
<li>Accountants ensure compliance with tax laws while helping business leaders plan for future success.</li>
<li>Bookkeeping and accounting may work closely together, but they serve very different purposes.</li>
<li>Our virtual bookkeeping services in Toronto focus on delivering a full suite of services that are tailored specifically to your business.</li>
<li>Accountants will then use the updated trial balance to produce financial statements.</li>
</ul>
<h2>Billing Invoice Template</h2>
<p>Proper document handling protects your business during regulatory reviews. The right accounting model often depends on business size, complexity, and growth trajectory. Annual accounting is often chosen by small businesses trying to minimize costs. While it may be sufficient at very early stages, it has clear limitations as operations grow. The Smartsheet platform makes it easy to plan, capture, manage, and report on work from anywhere, helping your team be more effective and get more done. Report on key metrics and get real-time visibility into work as it happens with roll-up reports, dashboards, and automated workflows built to keep your team connected and informed.</p>
<div style='text-align:center'><iframe width='569' height='316' src='https://www.youtube.com/embed/FCXLgJJH-aE' frameborder='0' alt='are bookkeeping and accounting the same' allowfullscreen></iframe></div>
<p>In other words, an audit is a necessarily unbiased analysis or examination of an organization’s statements. In terms of outcomes, bookkeeping delivers  organized records that form the backbone of your financial system. Accounting builds on that foundation to provide business insights, calculate your tax situation, and support long-term planning. Accounting is the process of measuring and recording all the financial transactions that happened in a financial <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> year.</p>
<p>Just like in the above section, we credit your cash account, because money is flowing out of it. To use that same example from above, if you received that $5,000 loan, you would record a credit of $5,000 in your liabilities account. If there’s one piece of accounting jargon that trips people up the most, it’s &#8220;debits and credits.&#8221; Without proper oversight, small accounting errors can quickly turn into compliance risks. Create your account today, and decide what to do with all the extra time you get back.</p>
<p>Businesses that recognize and invest in both functions early are better positioned to remain compliant, manage risks, and grow sustainably in an increasingly competitive environment. Recognizing the distinction allows entrepreneurs to invest in the right support at  the right time. Both functions are essential—but they influence different levels of decision-making. Bookkeepers require strong organizational skills, attention to detail, and familiarity with financial software.</p>
<ul>
<li>You cannot use MACRS for property you placed in service before 1987 (except property you placed in service after July 31, 1986, if MACRS was elected).</li>
<li>Accounting is a high-level process that uses financial data compiled by a bookkeeper or business owner to produce financial models.</li>
<li>If you have a short tax year of 3 months or less, use the mid-quarter convention for all applicable property you place in service during that tax year.</li>
<li>As a business owner, you can accomplish these tasks with bookkeeping software, or you can hire a bookkeeper to do them for you.</li>
<li>Startups and small to medium-sized businesses can benefit from working with an accounting firm or fractional service year-round.</li>
<li>Create a detailed report that displays quarterly cash flow projections.</li>
</ul>
<p>Accounting tasks, such as financial reporting, tax preparation, and forecasting (if applicable), are typically performed on a monthly, quarterly, or annual basis. Whether it’s logging expenses, tracking invoices, or reconciling bank accounts, bookkeeping gives you a clear, <a href="https://www.bookstime.com/blog/know-the-basics-accounting-versus-bookkeeping">difference between bookkeeping and accounting</a> up-to-date picture of your business’s day-to-day financial life. Modern firms use secure cloud-based platforms, allowing you to access financials in real time while experts manage bookkeeping and accounting behind the scenes.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/QB_PointofSale.png" width="259px" alt="are bookkeeping and accounting the same" /></p>
<h2>Small Business Budget Template</h2>
<ul>
<li>Regardless of the type of bookkeeping a company chooses, recording the day-to-day business financial transactions is an integral part of accounting.</li>
<li>A ledger can be created with specialized software, a computer spreadsheet, or even a lined sheet of paper (although we wouldn’t recommend it!).</li>
<li>Bookkeepers work with raw data without making any interpretations about what it means.</li>
<li>Thus, the bookkeeper role is broad-based, with one person typically handling all of the accounting transactions for a small business.</li>
<li>Understanding the difference is crucial to make smart financial decisions now and in the future.</li>
<li>Most small businesses start with a bookkeeper and add an accountant as they grow and need more strategic financial guidance.</li>
</ul>
<p>Accountants review trends, identify risks, and recommend actions that support growth and stability. It involves analyzing, interpreting, and summarizing financial information to guide decision-making and ensure regulatory compliance. Communicating financial transactions to other parties is a part of accounting. Despite all this, auditing is a completely different process when compared to bookkeeping.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/Tyler-N-150x150.png" width="251px" alt="are bookkeeping and accounting the same" /></p>
<h2>Our data-driven process unlocks growth opportunities.</h2>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/QB_Advanced.png" width="255px" alt="are bookkeeping and accounting the same" /></p>
<p>This payroll register template includes a pay stub and a register of employee information to help you process payroll. The pay stub tab displays payment and withholdings for an individual employee, while the register lists employee job titles, salaries, vacation and sick allowance, and pay schedule. It also shows pre- and post-tax deductions, such as 401(k) contributions and insurance, and federal and state taxes. Use this mileage log template to track business vehicle use and mileage costs. The template includes columns for travel dates and purpose, starting and ending points, odometer readings, and total miles. If you are using this sheet to reimburse employees, enter the reimbursement rate at the top of the template to determine the total amount owed.</p>
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