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	<title>Vela Filand &#187; Bookkeeping</title>
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		<title>LEAP US Integrations Xero Law Firm Accounting Software Simplified</title>
		<link>http://www.velafiland.rs/bookkeeping-5/leap-us-integrations-xero-law-firm-accounting/</link>
		<comments>http://www.velafiland.rs/bookkeeping-5/leap-us-integrations-xero-law-firm-accounting/#comments</comments>
		<pubDate>Wed, 09 Aug 2023 17:47:09 +0000</pubDate>
		<dc:creator><![CDATA[Filip Veljkovic]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

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		<description><![CDATA[Content How to Ensure You Get Paid on Time: A Guide for Law Firms What Xero Does Search Products The monthly newsletter with hand-picked industry trends &#038; news Time saving proposals that impress clients Basic Bookkeeping An industry-specific software option will help you manage your firm more effectively and efficiently.... <a href="http://www.velafiland.rs/bookkeeping-5/leap-us-integrations-xero-law-firm-accounting/" class="readmore">Read more</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">How to Ensure You Get Paid on Time: A Guide for Law Firms</a></li>
<li><a href="#toc-1">What Xero Does</a></li>
<li><a href="#toc-2">Search Products</a></li>
<li><a href="#toc-3">The monthly newsletter with hand-picked industry trends &#038; news</a></li>
<li><a href="#toc-4">Time saving proposals that impress clients</a></li>
<li><a href="#toc-6">Basic Bookkeeping</a></li>
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" width="254px" alt="xero for law firm bookkeeping"/></p>
<p>An industry-specific software option will help you manage your firm more effectively and efficiently. This, in turn, will make you more profitable and free your time to do the work you love to do, rather than spend hours overseeing and managing your firm’s administrative functions. In addition to billing, Clio also handles client intake, scheduling, document management, client relationship management and many other functions your growing law firm needs. Multiple pricing options give you the ability to scale as your firm grows, meaning you won’t pay for features until you actually need them. Small and medium law firms have a lot to benefit from this software, as well as solo accountants working for multiple clients. Accountants can use it to manage clients and track time across different client accounts.</p>
<ul>
<li>This not only makes it easier for clients to understand their bills, but also demonstrates professionalism and transparency, which can enhance client trust.</li>
<li>IOLTA reconciliations will still need to be managed, and this is something your accountant or bookkeeper can help you do.</li>
<li>We are a team of experienced charted accountants, talented finance graduates, quality specialist and project managers, assisting you to your bookkeeping needs.</li>
<li>Reports like Accounts Receivables and Accounts Payable are used to project and manage cash flow in your firm.</li>
<li>FreshBooks is a cloud-based accounting software that we voted as the best legal accounting software overall.</li>
<li>Sign in with Xero<br />
Sign in with Xero, and authorise firmTRAK to access your Xero data.</li>
</ul>
<p>After all, even the most prestigious law firms can&#8217;t run on legal victories alone. They need money &#8211; and lots of it &#8211; flowing in regularly and reliably to keep the gavel banging and justice prevailing. Businesses need reports to help assess key business performance indicators like profit and accounts receivable. T﻿hen, those can be posted directly into your accounting software, while a PDF of the invoice is pushed into your Xero accounting system. This makes all your documents easily accessible for when you are reviewing that accounting entry.</p>
<h2 id="toc-0">How to Ensure You Get Paid on Time: A Guide for Law Firms</h2>
<p>We&#8217;ll also tackle some frequently asked questions, ensuring you have a comprehensive understanding of how Xero can help your law firm thrive. Collaborate with your team and work together on law firm accounting with instant updates to your finances. Xero provides everything your firm needs to run your business including detailed financial reporting, operating account bank reconciliation, dashboards, and more. All major legal accounting software do accounts payable date entry, but only modern software like Xero offer solutions that integrate into Hubdoc.</p>
<div style='text-align:center'><iframe width='563' height='317' src='https://www.youtube.com/embed/Nmxmbfyq7Tc' frameborder='0' alt='xero for law firm bookkeeping' allowfullscreen></iframe></div>
<p>For Quickbooks Online version, CaseFox offers seamless<br />
integration to copy customers and invoices into your Quickbooks Online account<br />
with just a click. Bill more of your time instead of wasting it on repetitive data entry<br />
using CaseFox and Quickbooks together. Additional features include an accounting of all operating and trust accounts with triple reconciliation. At $12 a month, Xero offers the most affordable subscription option with their “Early” plan. Xero and QuickBooks include many of the same core feature sets, and both are well-suited to handle the daily accounting needs of most firms.</p>
<h2 id="toc-1">What Xero Does</h2>
<p>This site does not include all software companies or all available software companies offers. Zoho Books is a recommended product for companies that are already using other Zoho products, like Zoho CRM and Zoho Projects. Another perk of the Zoho Books software is that it supports more payment gateway options than other accounting tools. The software offers great billing features that support hourly, flat fee, and hybrid billing, as well as LEDES billing. Know how you’re doing financially with secure  daily updates from your bank accounts and a clear visual dashboard.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="254px" alt="xero for law firm bookkeeping"/></p>
<p>They focus on providing law firms with the ability to create professional invoices quickly and easily. It involves a ton of inefficient, manual work—involving a lot of spreadsheets, paper invoices, inputting data entry, and struggles with collections. Just as your clients rely on your expertise with the law, there comes a point when you need to call in accounting professionals. Whether it means using legal accounting software to simplify and automate your accounting, hiring a professional legal accountant, or both—don’t be afraid to delegate when you need to. Whenever a client pays an invoice, you must allocate the payment to the incurred costs of a matter first.</p>
<h2 id="toc-2">Search Products</h2>
<p>Legal accounting software is especially useful with legal trust accounting to ensure you stay compliant with industry regulations. It is common for law firms to use two separate systems for their accounting and billing. In these cases, it is crucial that a firm’s accounting and billing systems use identical sets of data. This is where compatible systems <a href="https://dodbuzz.com/running-law-firm-bookkeeping/">law firm bookkeeping</a> working together, such as Clio and Xero, is essential. This allows financial data across both systems to be linked, drastically reducing manual entry errors. Failure to accurately keep accounting and billing systems in sync may create compliance issues, which will result in billing complications,  missed revenue, and possible ethics violations.</p>
<ul>
<li>Legal bookkeeping takes place before any accounting can occur and is an important administrative task for any law firm.</li>
<li>Various roles and permissions can be set in Xero to give staff specified access to financial information.</li>
<li>One tool that’s been getting a lot of attention in recent years is Xero.</li>
<li>Zoho Books comes with all the features small law firms need from an accounting software, like creating recurring invoices, expense tracking, online payments, advanced reporting, timesheet, and more.</li>
<li>We like to have our clients use this feature and we create an Uncoded Statement Line Report at the end of each week to see all notes in one easy-to-read report.</li>
</ul>
<p>Hopefully, you will find the best software program that is the right fit for your legal services. To effectively manage legal accounting for law firms, it’s wise to start with a foundation that works for all aspects of running your firm. While it’s essential to understand the fundamentals of accounting for law firms, you still aren’t an accountant or bookkeeper. Hiring professionals is common for law firms, and it’s an easy route to peace of mind. The chart of accounts for law firms should include the IOLTA or trust account, as well as a trust liability account (to offset and show that the funds in the IOLTA account are not the law firm’s). If you’re the owner of a small law firm, you need to know the essentials of bookkeeping and accounting for law firms.</p>
<p>Xero allows you to import data from other programs in both TXT and CSV format. It also allows you to import from a QuickBooks file format with Xero’s conversion tool, which converts US QuickBooks accounts from QuickBooks 2007 or later. It can automatically convert the current and previous fiscal year, and you can convert earlier years by purchasing one of Xero’s add-ons.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="253px" alt="xero for law firm bookkeeping"/></p>
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		<item>
		<title>Present Value and Future Value of an Annuity, Net Present Value, with Formulas and Examples</title>
		<link>http://www.velafiland.rs/bookkeeping-5/present-value-and-future-value-of-an-annuity-net/</link>
		<comments>http://www.velafiland.rs/bookkeeping-5/present-value-and-future-value-of-an-annuity-net/#comments</comments>
		<pubDate>Fri, 27 Jan 2023 10:49:24 +0000</pubDate>
		<dc:creator><![CDATA[Filip Veljkovic]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.velafiland.rs/?p=3631</guid>
		<description><![CDATA[Content Compare Investments and Savings Accounts Present Value Formula For a Lump Sum With One Compounding Period INSTALLMENT PAYMENT ON A LOAN How Do You Calculate the Present Value of an Annuity Due? Forms &#038; Instructions Generally, a tax-sheltered annuity plan provides retirement benefits by purchasing annuity contracts for its... <a href="http://www.velafiland.rs/bookkeeping-5/present-value-and-future-value-of-an-annuity-net/" class="readmore">Read more</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Compare Investments and Savings Accounts</a></li>
<li><a href="#toc-1">Present Value Formula For a Lump Sum With One Compounding Period</a></li>
<li><a href="#toc-2">INSTALLMENT PAYMENT ON A LOAN</a></li>
<li><a href="#toc-3">How Do You Calculate the Present Value of an Annuity Due?</a></li>
<li><a href="#toc-6">Forms &#038; Instructions</a></li>
</ul>
</div>
<p>Generally, a tax-sheltered annuity plan provides retirement benefits by purchasing annuity contracts for its participants. Certain corrective distributions not subject to 10% early distribution tax. The special rules that provide for tax-favored withdrawals and repayments from certain qualified plans for taxpayers who suffered an economic loss as a result of a qualified disaster were made permanent by the SECURE 2.0 Act of 2022. A qualified disaster is a major disaster that occurred on or after January 26, 2021, and was declared by the President after December 27, 2020, under section 401 of the Robert T. Stafford Disaster Relief and Emergency Act.</p>
<div style='text-align:center'><iframe width='569' height='311' src='https://www.youtube.com/embed/iXh5tX-wuoI' frameborder='0' alt='WHAT DOES PRESENT VALUE OF AN ANNUITY MEAN?' allowfullscreen></iframe></div>
<p>After the accumulation period, the issuer must make fixed payments to the individual according&nbsp;to predetermined time intervals. An annuity is a financial product that provides certain cash flows at equal time intervals. Annuities are created by financial institutions, primarily life insurance companies, to provide regular income to  a client.</p>
<h2 id="toc-0">Compare Investments and Savings Accounts</h2>
<p>If the retiree reported the annuity under the 3-year Rule and recovered all of the cost tax free, your survivor payments are fully taxable. The tax may be waived if you establish that the shortfall in distributions was due to reasonable error and that reasonable steps are being taken to remedy the shortfall. If you believe you qualify for this relief, you must file Form 5329, on the dotted line next to line 54 enter “RC” and the amount you want waived in parentheses, and attach a letter of explanation.</p>
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<h3>What is the meaning of present value of annuity due?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>The present value of an annuity due tells us the current value of a series of expected annuity payments. In other words, it shows what the future total to be paid is worth now.</p>
</div></div>
</div>
<p>You may find yourself wondering about the present value of the annuity you’ve purchased. This makes it easier for you to plan for your future and make smart financial decisions. The mathematical concept of discounting future cash flows back to the present time does not change, but we give the formula a different <a href="https://accountingcoaching.online/future-value-defenition/">WHAT DOES PRESENT VALUE OF AN ANNUITY MEAN?</a> name. The net present value formula simply sums the future cash flows (CF) after discounting them back to the present time. If, after filing your original return, you make a repayment, the repayment may reduce the amount of your qualified disaster distributions that were previously included in income.</p>
<h2 id="toc-1">Present Value Formula For a Lump Sum With One Compounding Period</h2>
<p>Beginning in 2021, additional alphabetical Forms 8915 will not be issued. Annuities that allow an individual to choose a selection of investments that will pay an income based on the performance of the selected investments. Variable annuities do not guarantee the amount of income, but the rate of return is generally higher relative to fixed annuities. While this is the basic annuity formula for Excel, there are several more formulas to discover to truly get a grasp on annuity formulas.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="250px" alt="WHAT DOES PRESENT VALUE OF AN ANNUITY MEAN?"/></p>
<p>If the payments from the annuity will eventually increase at a particular rate, then you would use the formula for the present value of a growing annuity instead. When you purchase an annuity, the insurance company takes a lump sum of money upfront and invests it, minus the fees it charges. The investor, in return, will receive an agreed sum of money at regular intervals over a period of time. An annuity is a financial investment that generates regular payments for a set time period. In modern times, an annuity is most often purchased through an insurance company or a financial services company.</p>
<h2 id="toc-2">INSTALLMENT PAYMENT ON A LOAN</h2>
<p>If you don&#8217;t make this choice, the plan administrator will automatically roll over the distribution into an IRA of a designated trustee or  issuer. You may be able to roll over the nontaxable part of a distribution (such as your after-tax contributions) made to another qualified retirement plan that is a qualified employee plan or a 403(b) plan, or to a traditional or Roth IRA. The transfer must be made either through a direct rollover to a qualified plan or 403(b) plan that separately accounts for the taxable and nontaxable parts of the rollover or through a rollover to a traditional or Roth IRA. The cash part of the distribution, $160,000, is all ordinary income and is shown on her Form 1099-R below. She chooses to figure the tax on this amount using the 10-year tax option.</p>
<ul>
<li>Carbon Collective is the first online investment advisor 100% focused on solving climate change.</li>
<li>This amount remains fixed even if the annuity payments are increased or decreased.</li>
<li>However, tax won&#8217;t be withheld if you have the plan administrator pay the eligible rollover distribution directly to another qualified plan or an IRA in a direct rollover.</li>
<li>Include the tax from Form 4972, line 30, in the total on Form 1040, 1040-SR, or 1040-NR, line 16.</li>
<li>See Simplified Method under Taxation of Periodic Payments, earlier.</li>
</ul>
<p>Your plan must provide a written explanation of the consequences of making an in-plan Roth rollover. Unlike rollovers to Roth IRAs, you can&#8217;t later recharacterize an in-plan Roth rollover. The IRS may waive the 60-day requirement where the failure to do so would be against equity or good conscience, such as in the event of a casualty, disaster, or other event beyond your reasonable control. She withdrew her entire interest in the qualified profit-sharing plan she had set up as the sole proprietor. However, for tax years 2018 through 2025, miscellaneous itemized deductions subject to the 2%-of-adjusted-gross-income limit are suspended and therefore not deductible on Schedule A (Form 1040). The first three options are explained in the following discussions.</p>
<h2 id="toc-3">How Do You Calculate the Present Value of an Annuity Due?</h2>
<p>This publication discusses the tax treatment of distributions you receive from pension and annuity plans and also shows you how to report the income on your federal income tax return. How these distributions are taxed depends on whether they are periodic payments (amounts received as an annuity) that are paid at regular intervals over several years or nonperiodic payments (amounts not received as an annuity). Salary or wages paid after the death of the employee are usually the beneficiary&#8217;s ordinary income.</p>
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<h3>Why is present value better than future value?</h3>
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<p>Present value helps the investors in understanding and deciding whether an investment should be made or rejected. Since future value tells about the future gains from an investment, it does not have a significant role in decision making regarding an investment.</p>
</div></div>
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<p>This is the date you use in figuring the cost of the contract and selecting the appropriate number from Table 1 for line 3 of the Simplified Method Worksheet. If you withdraw funds before your annuity starting date and your annuity is under a qualified retirement plan, a ratable part of the amount withdrawn is tax free. The tax-free part is based on the ratio of your cost (investment in the contract) to your account balance under the plan. Your employer set up a noncontributory profit-sharing plan for its employees. The plan provides that the amount held in the account of each participant will be paid when that participant retires.</p>
<h2 id="toc-4">Future Value of Annuity Calculation Example (FV)</h2>
<p>To postpone including it in your income, you must complete the rollover by August 29, the 60th day following June 30. Any after-tax contributions that you roll over into your traditional IRA become part of your basis (cost) in your IRAs. To recover your basis when you take distributions from your IRA, you must complete Form 8606, Nondeductible IRAs, for the year of the distribution.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="258px" alt="WHAT DOES PRESENT VALUE OF AN ANNUITY MEAN?"/></p>
]]></content:encoded>
			<wfw:commentRss>http://www.velafiland.rs/bookkeeping-5/present-value-and-future-value-of-an-annuity-net/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Law Firm Bookkeeping, Accounting and RPC-Compliant IOLTA Trust Services</title>
		<link>http://www.velafiland.rs/bookkeeping-5/law-firm-bookkeeping-accounting-and-rpc-compliant/</link>
		<comments>http://www.velafiland.rs/bookkeeping-5/law-firm-bookkeeping-accounting-and-rpc-compliant/#comments</comments>
		<pubDate>Fri, 21 Jan 2022 02:04:19 +0000</pubDate>
		<dc:creator><![CDATA[Filip Veljkovic]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.velafiland.rs/?p=2957</guid>
		<description><![CDATA[Content Connect to apps that simplify your legal work Financial Savings Accounting service for Law Firms How to hire the right legal accountant and bookkeeper Following the above three best practices allows you to optimize your finances. Your budget is a vital tool for keeping you in control of expenditure and... <a href="http://www.velafiland.rs/bookkeeping-5/law-firm-bookkeeping-accounting-and-rpc-compliant/" class="readmore">Read more</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Connect to apps that simplify your legal work</a></li>
<li><a href="#toc-1">Financial Savings</a></li>
<li><a href="#toc-2">Accounting service for Law Firms</a></li>
<li><a href="#toc-5">How to hire the right legal accountant and bookkeeper</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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P8/xXTLFqzMMxusdDbqJu7nOPwpH/gxsb3c9x6ABVVcRfEblOv8Ak3uqs85Q4/QvPvXaw7cRDt5x5H8KQjufDsOneU0zTJ3888oLm/ovH5HRb27rPwPvxI8SeT6/ZKXymSgxqgkd72WwP6Ab7edl26OkI+hvYeJOmkRX2jRhbwVOmsJEzGKguGPIIi7Fvt9ddq6C222lkqaqpeI4Yo2lznuPYABbG0llmRQUFbdK2G3W6llqamoeI4oo2lznuPYAKY+iGh9Fp1Rsvd7ZHU5FUM+E/u2kae8bPAn0u+gdO7RHRCh06omXu9MjqchqWfDf3bSNI6xs9f4zvHsOnfbKpWsaw7huhQfU7X3/AI+ZGXNzx9SHIIiKuHGEXQvF9tVhp/dN0q2wtPRo7ucfQB3KwK46xkPc21WgFvg+of1P6Lf/ALUVf63Y6Y+G5qJPu5v/ABfUltP0K/1RcVtTbj3vZf6+fuJM6b6lGiMWP5BPvTnZlPUOP3v0NcfxfQfD2dtwNcHAOaQQeoIVfEWsN7a/ea2UT2+hvO0/XuVvDRribs0ksOM5e99DG4hlPUzO5mRnsGud4N9BI6ezty2nSnS7uapxqYb7018eXxOu86J6rZwdSVLKX8Wn8Fv8CTCLix7JGh8bg5rhuCDuCFyViK2RX8o38Q9B846X7CoVaKsu8o38Q9B846X7CoVaKvXR/wBj97Jey9V7ywHyc2kVrp8YuOsN1t7JbjW1L7fa5XjfzNOwASuZ6C55LSe+zCPE7zVWjuCeJkfDJhfI0DmjrHH1n3ZOt4qqanVlVu6jl2Nr3LYjriTlVk2FqDi5+Thnf5tH2jFt9ag4ufk4Z3+bR9oxaLP2in/ZfM80vWR80VEKfXkzcbo22DMsvdE01UtZBbWP26tjazzjh7CXt/shQFVifk0fiuyr5wf5aNXXXW1Yyx4fMlbx/osmGupdqGlulrrLbWwsmp6qnkgljeN2vY5pDgR4ggldtcJvvMn5J/uVDXMhkUbXWlZRXSsoozu2nqJIm+xriB/cpC8AWPUd94h6OprImye89rq7hEHDcCQckYPtHnd1oHIv4w3T+uTf4ypK+Tl+Pyu+bdX9vTr6LqMmrKo13E7Xf6UvIswREXzkgipTjLs9HZeJDMIKGJscdRPDVua0bDzksLHvP0uJPtKxTh8Jbrtp4QSP/U9sH/yWLOeOL5S2U/kUf7NGsF4ffj208+dFs/aY19FovNhFv+H0J2G9FeX0Ll1TZxBYPdNPNY8qxy50rodrlNU0ziOktPK4vie0+ILXD2EEdwrk1qLiA4acG1+tUbb0H2690bCyiu1O0GSNu+/I8HpIzf8ABPUbkgjqqho+oRsazdT9sufh4kXa1lRl1uTKwtGNZct0OzKPMMSfE97ojT1dLOCYaqEkEsdt1HUAgjqCPaDOPDvKPaTXaCGPMcdvlhqiAJXRRtq4AfSHNIeR+h9ajhnvATrxiNVKbDbaPKaFu5jnt84ZIW+HNFIQQfU0uHrWjsowDOcIqfcmYYheLNL4CuopIQ71tLgA4esKz1rfT9VfHlN96e/+fdEhKnRud87luGH8QGh+okUb8c1EsVVI/wDg09ROKeff+il5X/qWwW09I9oc2CFzSNwQ0bFUX9lvvh44t8/0bvFDa7vdau84hziOot1Q8yGnjJ6vgcerCO/LvynqNtzuIq66OOMXK3lnwf3/AAc9SxaWYMtaADQABsB2C/V1bVc6C92ykvFrqWVNHXQMqaeZh3bJG9oc1w9RBBXaVXaxsyOCIiAIiIAiIgC/F+ogKmeLTXHINXdT7nQyVkkePWCsmorZRNcfNjkdyumcPF7yCd/AEDw66PW3OKDSK/6S6s3qjuNJJ72XarmuFrqw0+bmgkeXcoP4zC7lcPAjfsQVqNfTLNUlbw9D+3BP0uHgXDyCIu9Y7HeMlu9JYLBbaivuNfK2GnpoGF75Hk9AAF0tpLLPZxtFoul/ulLZbLQT1tfWythp6eBhfJK8nYNAHdTH0X0KptMac3PIadsuTStLJi4dKMeMTPX6XfQOnfe3ClwnWjRG1x5RlEcFfmlbF91lA5o7ewjrFCfxiDs5/j2HTvtHUTTqHIonXa0sbHco2/Cb2E49B/neg/QfVS9Y1d3OaFB9Ttff+PmRdzdcfUhyNGouc0MtPK+CeN0ckbi17HDYtI7ghcFWzkC8/I7pJj9hqL8aGeeGBzYy5jCWB7v4Ic7s0dFl2I4jcMtuIpaUGOnjIM85HSNv/cnwC3tTYhj9Pj78ZdbYZqCaMxzxStDhNuNiXeklariFWdKUaMuGTTw+eH5G23nSp1oyrR4oprKzjK7slcN4vNffa59wuMxfI89B+C0egDwC6K3BrxoPcNM6997skctVjdS/4EnVzqRxJ+5yer0O8ex699Pr4PqNtc2tzKnd548757fHPbk/QOmXVrd2sKlnjgxsl2eGOzARE79AuI7yXPB9nt1vdqumGXWqfUMtDY5qJzzu5kTyQ5m/iAQNvRvt22UjVH/hK02u2K2Kvy2+Uzqea+NjbSxPGz207dyHEeHMT29AB8VIBfcOjUa8dLpK4zxY7eeMvHwx7j4N0olby1as7bHDlcuWcLPxz7yK/lG/iHoPnHS/YVCrRVl3lG/iHoPnHS/YVCrRX1fo/wCx+9mix9V7y2fgq+TJhP8ARVn7ZOt3rSHBV8mTCf6Ks/bJ1u9U++9qqf2fzIut6yXmwtQcXPycM7/No+0YtvrUHFz8nDO/zaPtGLzZ+0U/7L5il6yPmiohWJ+TQ+K7KvnB/lo1XYrE/JofFdlXzg/y0aumvexS818yVvPVMmGuE33mT8k/3LmuE33mT8k/3KhohkUe5F/GG6f1yb/GVJXycvx+V3zbq/t6dRqyL+MN0/rk3+MqSvk5fj8rvm3V/b06+ial7DU8icr+pfkWYIiL52QZVFxxfKWyn8ij/Zo1gvD78e2nnzotn7TGs644vlLZT+RR/s0awXh9+PbTz50Wz9pjX0Wh/wA+P9PoTkPUry+hb1nWW0mB4bes0r6SepprJRS100UG3nHsjaXODdyBvsD3UX/3ynSn/wBkZR9UH/6KV98s9BkNmr7BdYBNRXKmlpKmM9nxSNLXD6QSqadXdML/AKQ57dMIyCmkY+klcaaZzfg1NOT9zlaexBbt7DuD1BVX0Wztb3ihW/ct1v2EfaUqdXKnzLVNBdf8V4gLDcr7jNvraAWysFJNT1nJ5zcsDmvAaSOU7kD1tK2VVUdHXQOpq2lhqIX9HRysD2n2g9FTpoprtnWhORvv2H1MT4aloZXUFSC6nqmDfbmAIII3JDgQR7CQZOxeU5uIpg2bSCndUbdXtvLgzf8AJMJP61svNBrwqt2yzHs3W3+matnNS/TWx7fHtoFpvZdP/wB1PGbJR2O8U1dBTVDKONsMVZHISOsbdm84Ox5gNyAd9+m0AluHX3ifz/iAmpaa/R01ss1C/wA7T2yjLvN+c2I85I5x3e/YkA9AATsBud8C07wDI9T8wtuFYtRvqK64yiMENJbEz8KR5HZrRuSfUrHp1KrZ2uLmW6y/JeZ30IypU8VGWtcKVTVVXDtgctYXGQWprAT35Wvc1v8A0gLbC8TCcVoMHxCzYday51LZqKGiic4bF4Y0N5j6ztufavbVArzVSrKceTbfxIWb4pNoIiLUeQiIgCIiAIiIDC9WtJcQ1lxCpxDL6ESwybvp6hnSalm2PLJG7wI9HYjoeiqj1u0KzXQvKpbBk1I+Whkcfe+5xxkQVkfpafBw36tJ3B9I2JuQXRvFjsuQ0T7bfrTR3Gkk6ugqoGyxu9rXAhSum6rU098OMxfZ9jpoXMqO3NFJWN41f8vvVLjuMWipuVyrXiOCmp4y57z/ANgO5J6AdSrPeFfhSsuhtoZkGQx09xzOui2qKkAOZRMI6wwk/wDU/u72LdGOYFhOIOkkxXErPaHSjZ7qKijhc4egloBK95b9R1qpex9FTXDHt73+D1Xu3VXDHZBERQZyGFZzptR5U8V9FKykrwNnPLd2Sj0OA8fWsMotEr9JUBtwuVFFAD1dEXPcR6gQB+tboRYwZyefZLHbset8dttsAjij6793OPi4nxK9BEWTB1blbKC8UE9sulJFVUtSwxzQytDmPae4IKhPrtoDctOK6S+49BPWY5O4uDwC51GT+BJ/N9DvoPXvOJcZI45WOjlY17HjZzXDcEeghQutaJb61R4Km0lyl2r7rwJvQ9duNDrcdLeL5x7H9n4lXgBJAA3J6AKTfDzw5yTSQZxqDb3MjYRJQW6ZhBcQdxLID4ehp79z06GRtJgmFUNaLjRYnaIKoHmE0dFG14PpBA6L3NtlAaR0Lp2VZV7qanjksbZ733+RYtY6cVb6g6FpB0883nLx3Lu8/kAA0AAbAL9RFeShGoOKDRK6696eU2FWi9UtrmhukNeZ6iNz2lrI5G8uzeu/3QfUoq/vZuc/ymWP/g5lYSikLbVLm0h6OlLC8kb6dxUpLhizANB9N67SPSiw6d3K5QV9RaGTtfUQMLWP555JBsD16B4H0LP0RcVSpKrNzlzbyaZScnlhYTrRgVZqhpfkOA0FfDRVF5pfc7KiZpcyM8zXbkDqeyzZFiE3Tkpx5rcJuLyivb97Nzn+Uyx/8HMpN8KugN44fMSvGOXm/wBHdpLlcvdzZKaJzGsb5pjOUh3j8HdbuRd9xqt1dU/RVZZXkjdUualSPDJ7BcZGl8bmj8IELkijjQV/3PybGb19yq65upNkYKmd8oaaSbcBzidv1ranDDwc5LoJqLUZtd8xtt0gmtc1vEFNBIxwc+SNwdu7psPNn61KxFJ1dYu61N0py2fgjoldVZR4W9giIow5yHWv/A5lWsWql31Btuc2q309ybAG089PI57PNxNYdy3p1Ld1j+m/k9sywfULGszqtQrNUw2K7UlxkhjpZQ6RsMrXloJ6AkN26qcqKTjrF3Cn6JS6uMclyOhXVVR4U9gteaxaEaea4WVlpzW1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width="253px" alt="how to do bookkeeping for law firm"/></p>
<p>Following the above three best practices allows you to optimize your finances. Your budget is a vital tool for keeping you in control of expenditure and making sure you’re not overspending. These best practices all come back to one idea — staying organized. With that said, knowing how to manage your money is also a reputation builder.</p>
<div style='text-align:center'><iframe width='565' height='310' src='https://www.youtube.com/embed/qO1Ui0OK05o' frameborder='0' alt='how to do bookkeeping for law firm' allowfullscreen></iframe></div>
<p>Without the essentials, your firm might struggle to  stay compliant  with ethical rules, and you may inadvertently leave money on the table. There is no room for error when blending client funds with law firm funds. It pays to have an effective system that will prevent this from occurring. By keeping your money separate at all times from your clients&#8217; and strictly following trust administration rules and guidelines, you&#8217;ll sidestep a whole host of problems down the line. To open a business bank account, you will need the necessary legal paperwork, such as the Articles of Incorporation and Employer Identification Number (EIN).</p>
<h2 id="toc-0">Connect to apps that simplify your legal work</h2>
<p>When you work with an accountant from the beginning, accounting for law firms becomes much easier. These errors can lead to wasted time and complications for a law firm’s bookkeeping process. At CFO Strategies, we provide law firm accounting services, including virtual accounting and bookkeeping. We help law firms and other businesses understand how the company is performing from a financial perspective. At Lescault and Walderman, we understand accounting for law firms and the importance of accurately billing time and leveraging financial data to make operational decisions.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="252px" alt="how to do bookkeeping for law firm"/></p>
<p>It is important for the law firms to have a proper accountability of the finances of the organization. The working pattern of law firms is a little different, so the law firm bookkeeping <a href="https://www.digitalconnectmag.com/a-deep-dive-into-law-firm-bookkeeping/">law firm bookkeeping</a> needs to be done with a different pattern. Accounts Junction is reliable, accurate and efficient accounting firm providing cost effective accounting services for law firms.</p>
<h2 id="toc-1">Financial Savings</h2>
<p>Familiarizing yourself with these regulations will help you effectively manage your law firm’s finances and avoid any potential penalties. 5) Regularly audit accounts – Make sure books are regularly reviewed by an independent party so any discrepancies or errors can be identified and corrected. Following these best practices will help law firms ensure that their bookkeeping activities are conducted ethically and in compliance with relevant regulations. With the accrual method, you record revenue when it’s earned and expenses when they’re incurred—whether they’re paid right away or not. This creates a better matching of costs to the revenues earned in a given month or year.</p>
<ul>
<li>Most law firms use cash basis accounting because it&#8217;s simple to maintain.</li>
<li>Before you commit, make sure you do the math to determine the impact a provider’s fees will have on your bottom line.</li>
<li>For example, an accountant who is also a bookkeeper can help with the organization and categorization of expenses.</li>
<li>Legal accounting and bookkeeping fundamentals are important regardless of the size of your legal firm – even if you’re a solopreneur.</li>
<li>Both general accounting and trust accounting are necessary for your firm’s success—and integrations seamlessly tie the two areas together.</li>
</ul>
<p>Instead, revenue is recorded when cash is received, and expenses when they’re paid. While you didn’t get into law to practice accounting, putting in the work at the beginning will make it easier to file your taxes each year. Plus, you’ll save yourself the headache of dealing with accounting issues, and you’ll always have accurate financial statements available. It would be best if you <a href="https://investrecords.com/the-importance-of-accurate-bookkeeping-for-law-firms-a-comprehensive-guide/">https://investrecords.com/the-importance-of-accurate-bookkeeping-for-law-firms-a-comprehensive-guide/</a> chose your legal accountant for their experience working with law firms, specifically those in your practice area and jurisdiction. The goal of bookkeeping is to have an accurate picture of your current financial standing. For example, you might think you have plenty of money in the bank and buy a new computer before realizing you forgot to record that check to the court reporter.</p>
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		</item>
		<item>
		<title>Kansas City CPA Firm Small Business</title>
		<link>http://www.velafiland.rs/bookkeeping-5/kansas-city-cpa-firm-small-business/</link>
		<comments>http://www.velafiland.rs/bookkeeping-5/kansas-city-cpa-firm-small-business/#comments</comments>
		<pubDate>Fri, 13 Nov 2020 14:04:29 +0000</pubDate>
		<dc:creator><![CDATA[Filip Veljkovic]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">http://www.velafiland.rs/?p=485</guid>
		<description><![CDATA[Content Company Related Cost Guides Form 990 Review – Telling Your Organization’s Story Forensic Accounting Wealth Planning For Privately Owned Companies in Kansas City, Missouri For Commercial Real Estate in Kansas City, Missouri Database Management Related cost information While much has been written about the need for leadership, we have... <a href="http://www.velafiland.rs/bookkeeping-5/kansas-city-cpa-firm-small-business/" class="readmore">Read more</a>]]></description>
				<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-0">Company</a></li>
<li><a href="#toc-1">Related Cost Guides</a></li>
<li><a href="#toc-2">Form 990 Review – Telling Your Organization’s Story</a></li>
<li><a href="#toc-3">Forensic Accounting</a></li>
<li><a href="#toc-4">Wealth Planning</a></li>
<li><a href="#toc-5">For Privately Owned Companies in Kansas City, Missouri</a></li>
<li><a href="#toc-6">For Commercial Real Estate in Kansas City, Missouri</a></li>
<li><a href="#toc-7">Database Management</a></li>
<li><a href="#toc-8">Related cost information</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/12/business-bookkeeping-basics-49.webp" width="251px" alt="accounting Kansas City"/></p>
<p>While much  has been written about the need for leadership, we have found that day-to-day practical management skills are needed to improve the delivery of ministry in an increasingly complex society. There are 15 five star small business accountants in Kansas City, MO on Thumbtack. Forensic accountants investigate financial crimes involving fraud, embezzlement and other issues. They often work closely with law enforcement and lawyers, and they can help determine the legality of financial activities, according to the&nbsp;BLS. While we appreciate the presence of our clients, kindly note that our office operates on an appointment-only basis during designated office hours.</p>
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<h3>What city is best for accounting?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
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<ol>
<li>New York (The perennial #1) Are you shocked?</li>
<li>Los Angeles. It&apos;s no strange thing that the second-largest U.S. city has the second-most accountants.</li>
<li>Washington D.C. D.C. offers the second-best pay for accountants in the nation.</li>
<li>Chicago.</li>
<li>Houston.</li>
<li>Atlanta.</li>
<li>Dallas-Fort Worth.</li>
<li>Boston.</li>
</ol>
</div></div>
</div>
<p>The Firm has a professional staff of 15 in its Kansas City, Missouri office. We have been recognized in the Kansas City Business Journal as one of the “Top 25” Accounting firms for each of the last five years. In 2015, the Firm was featured in Ingram’s Business magazine as an area Top Accounting and Consulting Firm. The Firm is a member of the American Institute of Certified Public Accountants (AICPA), the Missouri Society of Certified Public Accountants (MSCPA), and the Public Company Accounting Oversight Board. We place a premium on client relationships, building a high level of trust and a commitment to your success.</p>
<h2 id="toc-0">Company</h2>
<p>UHY Advisors, Inc.’s subsidiaries, including UHY Consulting, Inc., provide tax and business consulting services through wholly owned subsidiary entities that operate under the name of “UHY Advisors” and “UHY Consulting”. UHY Advisors, Inc., and its subsidiary entities are not licensed CPA firms. UHY LLP, UHY Advisors, Inc. and UHY Consulting <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> are U.S. members of Urbach Hacker Young International Limited, a UK company, and form part of the international UHY network of legally independent accounting and consulting firms. Any services described herein are provided by UHY LLP, UHY Advisors and/or UHY Consulting (as the case may be) and not by UHY or any other member firm of UHY.</p>
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" width="252px" alt="accounting Kansas City"/></p>
<p>Our clients consider us a valued resource for advice, ideas, and solutions. If we are chosen to partner with you, we will use all of our resources to help you succeed. Our expertise includes residential and commercial real estate investors, commercial developers and property management companies. Our industry-specific strategies help you maximize your portfolio’s return on investment.</p>
<h2 id="toc-1">Related Cost Guides</h2>
<p>The Whitlock Company has been recognized by Accounting Today magazine as one of the nation&#8217;s Best Accounting Firms to Work For. This is a tremendous opportunity to join a growing company and an outstanding team. In addition, a minimum of <a href="https://www.bookstime.com/bookkeeping-services/kansas-city">bookkeeping kansas city</a> 3 years experience in a management role, as well as hands-on participation with budgets, compliance, and financial reporting is a must. CPA designation is preferred, with a background in Big 4 or Large National/Regional Accounting Firm.</p>
<ul>
<li>In addition, there were three companies included on Forbes Largest Privately Held companies list.</li>
<li>Clients who thrive with AM CPA are looking to establish enduring, long-term relationships founded on trust, collaboration, and a shared commitment to progress.</li>
<li>Cash Tax &#038; Accounting LLC, serving Businesses &#038; Individual Tax Service needs.</li>
</ul>
<p>Our team was founded on the belief that nobody should have to battle the IRS alone. We have a team  of over 100 Tax Preparers, Tax Accountants, CPAs, case managers, and other staff working behind the scenes. – giving you the freedom of knowing that your books are in the hands of the right professional, every time.</p>
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