<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Bookkeeping &#8211; Silvaventus d.o.o</title>
	<atom:link href="https://www.silvaventus.com/category/bookkeeping-2/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.silvaventus.com</link>
	<description>Strokovnjaki za nov in star les.</description>
	<lastBuildDate>Sun, 04 Sep 2022 19:36:30 +0000</lastBuildDate>
	<language>sl-SI</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.1.1</generator>
	<item>
		<title>Little Rock, AR Bookkeeper Little Rock, AR Bookkeeper Denman, Hamilton &#038; Associates CPA, PLLC</title>
		<link>https://www.silvaventus.com/little-rock-ar-bookkeeper-little-rock-ar/</link>
					<comments>https://www.silvaventus.com/little-rock-ar-bookkeeper-little-rock-ar/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 03 Aug 2021 14:29:05 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.silvaventus.com/?p=726</guid>

					<description><![CDATA[Content General Dynamics Information Technology Entry Level Advertising Account Manager Trainee Understand the total compensation opportunity for a Bookkeeper, base salary plus other pay elements Top results near Little Rock, Arkansas Bookkeeper Salary in We will call you within the [&#8230;]]]></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">General Dynamics Information Technology</a></li>
<li><a href="#toc-1">Entry Level Advertising Account Manager Trainee</a></li>
<li><a href="#toc-2">Understand the total compensation opportunity for a Bookkeeper, base salary plus other pay elements</a></li>
<li><a href="#toc-3">Top results near Little Rock, Arkansas</a></li>
<li><a href="#toc-4">Bookkeeper Salary in</a></li>
<li><a href="#toc-5">We will call you within the next business day.</a></li>
<li><a href="#toc-6">Bookkeeper Jobs in Little Rock, AR (4,</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="250px" alt="Bookkeeper Little Rock"/></p>
<p>The first is looking for job opportunities listed as &#8220;Remote,&#8221; which offer the possibility to work virtually. Second, you can work for yourself as a freelance bookkeeper and market yourself as a virtual or &#8220;remote&#8221; bookkeeper. Certified Bookkeepers meet the high standards of the American Institute of Professional Bookkeepers . The official designation of Certified Bookkeeper from the AIPB allows you to put the initials CB after your name, which adds to your market value and professional status.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="257px" alt="Bookkeeper Little Rock"/></p>
<p>We offer the innovations to skillfully manage your money so your business can prosper in the face of fiscal challenges. Through regular communication and involvement in your daily financial functions, we’ll identify the best accounting solutions and tax strategies to improve business performance.</p>
<h2 id="toc-0">General Dynamics Information Technology</h2>
<p>This ensures that the financial information for  a company is easy to read and use once it is time for an accountant to take over and do the taxes. According <a href="https://accounting-services.net/">https://accounting-services.net/</a> to the Bureau of Labor Statistics, there are a lot of jobs for bookkeepers, and the job outlook is expected to remain relatively constant through 2026.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="257px" alt="Bookkeeper Little Rock"/></p>
<p>This online course will prepare you for the four-part Certified Bookkeeper Exam to earn your American Institute of Professional Bookkeepers certification. You will have one year from enrollment in the Certified Bookkeeper course to submit the Application for Certified Bookkeeper Designation form to The American Institute of Professional Bookkeepers. Please note that you will receive two exam vouchers, as two of the four exams are no-cost exams.</p>
<h2 id="toc-1">Entry Level Advertising Account Manager Trainee</h2>
<p>She consults for a range of companies, from travel agencies to startups. Her company Home Office Management Experts was awarded the 2004 Home-Based Business of the Year by the U.S. Helene holds a Bachelor of Arts from Fairleigh Dickinson University.</p>
<p>How to value inventory, record costs, make entries, and report inventory on financial statements. Basic payroll, from paying wages to depositing and reporting taxes. Wealth Strategist Our client is a privately owned bank that has developed an advanced planning team filled with subject matter experts that cover investments, trust, insurance, and tax and estate p&#8230; The Conflicts Center of Excellence supports our audit engagement teams in meeting their compliance requirements related to identifying potential conflicts of interest. Section 529 plans have been for years now a popular way to save for future education expenses, especially to pay for college.</p>
<h2 id="toc-2">Understand the total compensation opportunity for a Bookkeeper, base salary plus other pay elements</h2>
<p>This position is  responsible for analyzing time and attendance, processing payroll each week, and ensuring accurate paychecks are issued to employees. SimplyHired may be compensated by these employers, <a href="https://accounting-services.net/bookkeeping-little-rock/">Bookkeeping Little Rock</a> helping keep SimplyHired free for jobseekers. SimplyHired ranks Job Ads based on a combination of employer bids and relevance, such as your search terms and other activity on SimplyHired.</p>
<ul>
<li>As a professional bookkeeper, you will usually be working alone but may have a few people from other areas of accounting that work alongside you.</li>
<li>This personal and customized approach allows us to work with any type of organization that can benefit from our accounting and bookkeeping services, including small businesses and non-profit organizations.</li>
<li>We must place ourselves in our client&#8217;s shoes and handle the situation as if it were our own.</li>
<li>Let’s put the strength and support of EGP behind those efforts.</li>
<li>During our consultation, we listen to what is important to YOU and then customize a plan tha&#8230;</li>
<li>A certificate of completion signifies to a potential employer that you have completed the course work in the area of bookkeeping.</li>
</ul>
<p>The average Bookkeeper salary in Little Rock, AR is $38,968 as of August 29, 2022, but the range typically falls between $34,635 and $43,328. Salary ranges can vary widely depending on many important factors, including education, certifications, additional skills, the number of years you have spent in your profession. With more online, real-time compensation data than any other website, Salary.com helps you determine your exact pay target. Smart and convenient accounting solutions including cloud-based accounting, payroll processing, and QuickBooks support.</p>
<h2 id="toc-3">Top results near Little Rock, Arkansas</h2>
<p>Here, you will indeed find several Bookkeeper openings in Little Rock, AR, as well as the cities that surround it. Our website also includes a blog filled with helpful career advice to help you reach your Bookkeeper goals, as well as tips on how to stand out while you&#8217;re looking for a Bookkeeper job. If you find that there aren&#8217;t as many Bookkeeper opportunities as you had hoped for in Little Rock, AR, scroll down to find nearby locations with opportunities in this field, or explore all job opportunities in Little Rock, AR.</p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Sherwood Woman Sentenced to 96 Months in Prison for Bank Fraud and Stealing from Social Security &#8211; Department of Justice</h3>
<p>Sherwood Woman Sentenced to 96 Months in Prison for Bank Fraud and Stealing from Social Security.</p>
<p>Posted: Tue, 08 Mar 2022 08:00:00 GMT [<a href='https://www.justice.gov/usao-edar/pr/sherwood-woman-sentenced-96-months-prison-bank-fraud-and-stealing-social-security' rel="nofollow">source</a>]
</div>
]]></content:encoded>
					
					<wfw:commentRss>https://www.silvaventus.com/little-rock-ar-bookkeeper-little-rock-ar/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>What is Gross vs  Net Income?</title>
		<link>https://www.silvaventus.com/what-is-gross-vs-net-income/</link>
					<comments>https://www.silvaventus.com/what-is-gross-vs-net-income/#respond</comments>
		
		<dc:creator><![CDATA[admin]]></dc:creator>
		<pubDate>Tue, 19 Jan 2021 11:09:10 +0000</pubDate>
				<category><![CDATA[Bookkeeping]]></category>
		<guid isPermaLink="false">https://www.silvaventus.com/?p=628</guid>

					<description><![CDATA[Content Business Income Before and After Expense Deductions Budgeting Resources Tools Operating Profit, Gross Profit, and Net Income Converting net income to gross income Net revenue is the total amount that a business makes from its operations minus any adjustments [&#8230;]]]></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">Business Income Before and After Expense Deductions</a></li>
<li><a href="#toc-1">Budgeting Resources</a></li>
<li><a href="#toc-2">Tools</a></li>
<li><a href="#toc-3">Operating Profit, Gross Profit, and Net Income</a></li>
<li><a href="#toc-4">Converting net income to gross income</a></li>
</ul>
</div>
<p><img decoding="async" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/08/7963698a5b.jpg" width="257px" alt="Gross vs Net Income"/></p>
<p>Net revenue is the total amount that a business makes from its operations minus any adjustments like refunds, returns, and discounts. This means that you’ll subtract $1,000 (20 × $50) from the gross revenue for a net revenue of $49,000. It is the sum of all your client billings before taxes, expenses, or withholding. Apple also posted a net income of $55.3 billion for the same period, which was a 7% year-over-year decrease. It’s important to add the gross bonus amount to your gross salary because bonuses are often taxed at a different rate than regular income. On your payslip, you may also see deductions for your health plan, 401k, health savings account, flexible savings account or other benefits if your employer offers these. When you have a major change in your life, such as having a baby or becoming the head of a household, you should complete a new W-4.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2021/10/e1fc3dfb-a556-4277-913a-7b006b9ffd14-400x300.jpg" width="257px" alt="Gross vs Net Income"/></p>
<p>It shows how effective a business is at generating sales, but it doesn’t consider the operating efficiencies, which can have a great impact on the bottom line. Getting paid what you’re worth starts with having the right information. In this webinar, you&#8217;ll learn how to understand your earning potential and negotiate your pay. When the value of net profit is positive, then the business owners can pay themselves and their partners after paying off their expenses. Net profit is another important parameter that determines the financial health of your business. You can use your net profit to help you decide when and how to work towards expanding your business and when to reduce your expenses.</p>
<h2 id="toc-0">Business Income Before and After Expense Deductions</h2>
<p>Generally, the amount subject to self-employment tax is 92.35% of your net earnings from self-employment. You calculate net earnings by subtracting business expenses from the gross income you earned from your trade or business.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2019/09/14.jpg" width="254px" alt="Gross vs Net Income"/></p>
<p>You can use your discretionary income to save, invest, pay down debts, or for travel and entertainment. Gross income is the money you earn from your hourly wages, salary, commissions, and bonuses. We’re transparent about how we are able to bring quality content, competitive rates, and useful tools to you by explaining how we make money. Our experts have been helping you master your money for over four decades. We continually strive to provide consumers with the expert advice and tools needed to succeed throughout life’s financial journey. In this formula, net sales equals your gross sales minus returns minus the cost of goods sold. Gross revenue is the amount of money a business brings in from sales in a given period.</p>
<h2 id="toc-1">Budgeting Resources</h2>
<p>While calculating the total sales, include all goods sold over a financial period, but exclude sales of fixed assets such as buildings or equipment. When starting a salaried job, you will need to complete a Form W-4, known as the Employee’s Withholding Certificate. This form helps employers determine how much to withhold for your taxes. If you earn a gross income of $1,000 a week and have $300 in withholdings , your net income will be $700.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Which is better gross or net salary?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>A person&apos;s net income figure is more important than his or her gross income, since net income reveals the amount of cash available for expenditures.</p>
</div></div>
</div>
<p>After paying those debts, any leftover money can go straight to your savings account. Once you know what  you take home every month, start tracking how much you spend every month.</p>
<h2 id="toc-2">Tools</h2>
<p>The Internal Revenue Service uses AGI to determine your eligibility for common tax credits and deductions. Growing SaaS and subscription companies use Baremetrics <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> to track business metrics like net revenue in real time. If you want to see your metrics and take action on them, start a free trial today.</p>
<ul>
<li>Net pay is the amount that’s actually deposited into your bank account or the value of your paycheck.</li>
<li>In this webinar, you&#8217;ll learn how to understand your earning potential and negotiate your pay.</li>
<li>When the value of net profit is negative, then it is called a net loss.</li>
<li>Keep in mind; this is not the gross amount that the employee actually gets to take home.</li>
<li>Below we have used our bill rate calculator to calculate an example of typical business expenses so that net income can be determined.</li>
</ul>
<p>She has worked for the Consumer Financial Protection Bureau and her work has appeared on Business Insider and Yahoo Finance. Sarah has a bachelor&#8217;s degree from Georgetown University and is from New York City. When she isn&#8217;t writing finance articles, she dabbles in animation and graphic design. Although the recession following the coronavirus outbreak in 2020 hurt many retailers, J.C. Penney had reported a net loss of $93  million in the same quarter in 2019.</p>
<h2 id="toc-3">Operating Profit, Gross Profit, and Net Income</h2>
<p>The content created by our editorial staff is objective, factual, and not influenced by our advertisers. Bankrate follows a strict editorial policy, so you can trust that we’re putting your interests first. From hiring and onboarding remotely to supporting employee mental health, find relevant HR resources for helping your business recover from a crisis. The net income from a small business is also used to calculate <a href="https://www.bookstime.com/articles/gross-vs-net">Gross vs Net Income</a> the owner’s self-employment tax . GoCardless is authorised by the Financial Conduct Authority under the Payment Services Regulations 2017, registration number , for the provision of payment services. Stay ahead with weekly insights on growing your independent consulting business or managing your independent workforce. Manage your project’s expense, time, invoicing and payments — all in one comprehensive platform.</p>
<p>We do not manage client funds or hold custody of assets, we help users connect with relevant financial advisors. Sarah FisherSarah Fisher has been researching and writing about business and finance for years.</p>
<p>Stilt provides loans to international students and working professionals in the U.S. (F-1, OPT, H-1B, O-1, L-1, TN visa holders) at rates lower than any other lender. Stilt is committed to helping immigrants build a better financial future. Whatever you are left with is what you can use to spend on non-essential expenses like entertainment, or you can save it up for that dream vacation in the Bahamas.</p>
<p>Significantly less common for small businesses, the C corporation pays taxes directly as a business entity on Form 1120, U.S. Net income is the profit that a business makes after deducting expenses and other allowances. Net income is the profit that a business earns after deducting expenses and other allowances. Conversely, income, whether gross or net, refers to the total profit or earnings of a company. When analysts and investors discuss a company’s income, they are referring to the net income or the profit of the company.</p>
<p>Comparing current profits to profits from previous accounting periods helps you understand the growth of the business. Bankrate is compensated in exchange for featured placement of sponsored products and services, or your clicking on links posted on this website.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.silvaventus.com/what-is-gross-vs-net-income/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
