<?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>Makian &#187; Bookkeeping</title>
	<atom:link href="https://makian.com.br/category/bookkeeping-2/feed/" rel="self" type="application/rss+xml" />
	<link>https://makian.com.br</link>
	<description></description>
	<lastBuildDate>Tue, 10 Jan 2023 19:40:04 +0000</lastBuildDate>
	<language>pt-BR</language>
	<sy:updatePeriod>hourly</sy:updatePeriod>
	<sy:updateFrequency>1</sy:updateFrequency>
	<generator>https://wordpress.org/?v=4.1.40</generator>
	<item>
		<title>What is the journal entry to record accrued payroll?</title>
		<link>https://makian.com.br/what-is-the-journal-entry-to-record-accrued/</link>
		<comments>https://makian.com.br/what-is-the-journal-entry-to-record-accrued/#comments</comments>
		<pubDate>Sat, 06 Aug 2022 02:02:21 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=2375</guid>
		<description><![CDATA[Content Employee Transaction / List How to record adjusting payroll entries? Related to Accrued Salaries Get QuickBooks Health Insurance, Payroll Taxes (FICA), and Retirement Contributions How to Record Payroll Health Insurance Premium Payments in Accounting Accelerating deductions with payroll tax accruals Payroll taxes must be recorded if you want to keep up with IRS regulations. On the other hand, the following entry is posted when an employee is paid for the accrued wages. There are many ways to determine how much a payroll expense accrual should amount to, but 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">Employee Transaction / List</a></li>
<li><a href="#toc-1">How to record adjusting payroll entries?</a></li>
<li><a href="#toc-2">Related to Accrued Salaries</a></li>
<li><a href="#toc-3">Get QuickBooks</a></li>
<li><a href="#toc-4">Health Insurance, Payroll Taxes (FICA), and Retirement Contributions</a></li>
<li><a href="#toc-5">How to Record Payroll Health Insurance Premium Payments in Accounting</a></li>
<li><a href="#toc-6">Accelerating deductions with payroll tax accruals</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="256px" alt="what is accrued payroll"/></p>
<p>Payroll taxes must be recorded if you want to keep up with IRS regulations. On the other hand, the following entry is posted when an employee is paid for the accrued wages.  There are many ways to determine how much a payroll expense accrual should amount to, but the result should be approximately the same.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/Ending-Retained-Earnings-Formula.webp" width="254px" alt="what is accrued payroll"/></p>
<p>Small to medium-sized manufacturers must push to remain competitive with larger players  in the market. The decisions <a href="https://simple-accounting.org/what-is-accrued-payroll-definition-and-example/">what is accrued payroll</a> they make must always focus on production, building their brand and meeting delivery requirements.</p>
<h2 id="toc-0">Employee Transaction / List</h2>
<p>The next entry on February 1 records the accrued interest for the month of January. We record interest every month to recognize the monthly interest that we are obligated to pay.</p>
<ul>
<li>Add any additional compensation your employee may have received above and beyond their usual hourly salary to the total.</li>
<li>The following explains each section of the accrued payroll and the final section illustrates the reporting format for a small business.</li>
<li>For instance, if you paid your employee an hourly wage of $30 and they worked a 40-hour week with wages being paid once every two weeks, then the outstanding payment for that pay period would be $2,400.</li>
<li>This will provide you with your company’s entire accrued payroll.</li>
</ul>
<p>Companies that utilize cash accounting don’t use accruals and adjusting entries related to them. At the end of a fiscal period , a company will record adjustments as entries into their ledger to account for expenses occurred but not yet paid. In the case of payroll, the amount to accrue will depend on an estimate of the amount of services employees will provide by the period end but will not be paid until after the end of the period. Calculations can be simple, with a total of salary, wages listed, or complex, estimating the salary, wages and tax and benefit withholdings as debits and then listing them as line item credits the following period.</p>
<h2 id="toc-1">How to record adjusting payroll entries?</h2>
<p>However, he has not been paid as of closing for the month of January. Computed expenses will post to the regular payroll and benefit account codes. A payroll accrual will also be recorded to the liability section of the balance sheet in account code 2210. The biweekly payroll accrual is estimated using the salary payments made in the last biweekly payroll of the fiscal year. The benefit amounts are estimated using a percentage of the salary payments.</p>
<ul>
<li>Just set the software to automatically reverse accrued payroll entries when the next pay period comes, and you’re good to go.</li>
<li>Our Library of 20 customized Microsoft Excel Spreadsheets are designed specifically for foodservice applications!</li>
<li>Once you’ve calculated the accrued payroll for one of your employees, you’ll have to repeat the process for every employee and contractor on your payroll.</li>
<li>Due to accrual accounting, company owners can record customer payments made by check or credit card as money.</li>
<li>Payroll accrual journals will be dated the last day of the month and have a Journal ID with the prefix &#8220;PYA&#8221;, and a Journal Source of &#8220;264&#8221;.</li>
<li>Since employees earned bonuses in 2020, you accrue a payroll expense for the bonus amount before the ball drops at midnight on Jan. 1.</li>
</ul>
<p>The accrual for students paid on a contract basis is determined from the ratio of weekdays remaining unpaid at the end of each month divided by the number of week days in the contract period, multiplied by the contract amount. Accrued Salaries and Benefits represents salaries and benefits owing to or on behalf of work performed by employees, but not yet paid, at the end of the fiscal period. Fortunately, there are cloud-based, agile MRP and ERP systems on the market that take the needs of small and medium-sized manufacturers into account by providing payroll accounting in their service offerings. For many of these systems, payroll functionality may be included as a native element of the software. And as small to medium-sized companies often use standard accounting software such as QuickBooks or Xero, many MRP and ERP software providers offer the capability to integrate those accounting programs into the software service. Payroll accrual helps CEOs and budget managers keep track of current and incoming employee expenses, giving them a more up-to-date understanding of company cash flow. Finally, record the amount put aside for the paid leave your employee accrued during the pay period.</p>
<h2 id="toc-2">Related to Accrued Salaries</h2>
<p>Including these pending expenses gives you a more accurate understanding of the money flow in each pay period. Payroll accrual doesn’t just include wages and salaries, but also all other elements of employee compensation such as bonuses and employer payroll taxes. As a final suggestion you might want to make the Journal entry calculations easier by creating a Template in Microsoft Excel which lists all your Wage &#038; Employer Tax GL accounts in a column. In the next <a href="https://simple-accounting.org/">https://simple-accounting.org/</a> column enter the actual dollar amount for each payroll expense account from the Payroll to be used to make your accrual . Determine the percentage of the total payroll to be accrued by dividing the number of days to accrue by the total number of days in the payroll period . Now, multiply that percentage by each rows payroll total to yield the total payroll dollars to accrue for each line. Use these numbers to make your accrual journal entries in QuickBooks .</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Is accrued payroll a debit or credit?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Since the accrued payroll tax account records expenses that have been incurred and not yet paid, it is a considered a liability. Like other liabilities, it has a normal credit balance.</p>
</div></div>
</div>
<p>Accrued payroll includes wages, salaries, commissions, bonuses, and other payroll related expenses that have been earned by a company&#8217;s employees, but have not yet been paid or recorded in the company&#8217;s general ledger accounts. Accrued payroll refers to the process through which the sum of money that a company owes or is owed builds up over time. For instance, you might be familiar with the distinction between cash accounting and accrual accounting. The term “Payroll Accrual” describes the accumulated amounts that must be paid to employees on payday. The term payroll accrual often refers to the wages earned by employees that are not yet paid.</p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/what-is-the-journal-entry-to-record-accrued/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bookkeeping Services in Phoenix</title>
		<link>https://makian.com.br/bookkeeping-services-in-phoenix/</link>
		<comments>https://makian.com.br/bookkeeping-services-in-phoenix/#comments</comments>
		<pubDate>Fri, 17 Dec 2021 00:29:28 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=2365</guid>
		<description><![CDATA[Content Sapphire Bookkeeping and Accounting Abundance in Business Kayabooks Online Bookkeeping Services in Phoenix ( 561-5805 for an In-Person Consultation at the Location of Your Choosing While there, he worked as a loan officer, business banker, and an internal financial analyst for the bank’s IT division. We&#8217;ve got you and your business goals and objectives in mind. Established in 2004, the company offers tax preparation, payroll services, sales and use of taxes, tax problems, bankruptcy, bookkeeping, and wage garnishments. The company offers personal tax services, business tax, bookkeeping, tax preparation, [&#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">Sapphire Bookkeeping and Accounting</a></li>
<li><a href="#toc-1">Abundance in Business</a></li>
<li><a href="#toc-2">Kayabooks Online Bookkeeping Services in Phoenix</a></li>
<li><a href="#toc-5">( 561-5805 for an In-Person Consultation at the Location of Your Choosing</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="251px" alt="phoenix bookkeeping"/></p>
<p>While there, he worked as a loan officer, business banker, and an internal financial analyst for the bank’s IT division. We&#8217;ve got you and your business goals and objectives in mind.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.bookstime.com/wp-content/uploads/2022/07/shutterstock_1694251174.webp" width="253px" alt="phoenix bookkeeping"/></p>
<p>Established in 2004, the company offers tax preparation, payroll services, sales and use of taxes, tax problems, bankruptcy, bookkeeping, and wage garnishments. The company offers personal tax services, business tax, bookkeeping, tax preparation, and payroll services.</p>
<h2 id="toc-0">Sapphire Bookkeeping and Accounting</h2>
<p>Try us for free—we’ll do one month of your bookkeeping and prepare a set of financial statements for you to keep. We create your financial reports with 100% accuracy using our powerful accounting software. Use the convenient Xendoo app and online portal to access your financial data and reports anytime. Every service to save you money at tax time, with access to a CPA all year. Originally we hired <a href="https://www.bookstime.com/articles/bookkeeping-phoenix">phoenix bookkeeping</a> Specialists as a basic part time bookkeeping service. Dave would come in once or twice a week and pay bills, balance the check book supervise payroll etc. Over the years however, Dave has easily been able to take on additional responsibilities.</p>
<ul>
<li>Our services are offered “à la carte” to allow you to select the bookkeeping services that will help you most.</li>
<li>Our professional payroll will get you started within 25 minutes utilizing our smart assistant checklist.</li>
<li>We at Kayabooks offer you services that aim at cost reduction and cost management.</li>
<li>Needs to review the security of your connection before proceeding.</li>
<li>Sound Bookkeeper also sorts books from recent months to years and manages accounts payables and receivables.</li>
</ul>
<p>Utilizing Sage accounting software, it offers basic bookkeeping service for up to two bank or credit accounts, which includes data sorting and financial reporting. It also handles payroll management for up to 10 employees with detailed reports. The company also provides assistance regarding IRS and income tax submission.</p>
<h2 id="toc-1">Abundance in Business</h2>
<p>A-Team Accounting serves small businesses in the Phoenix metro. The company provides accounting and bookkeeping solutions, helping businesses keep track of their transactions. It handles bookkeeping accounts such as expenditures, receipts, profits, losses, <a href="https://www.bookstime.com/">https://www.bookstime.com/</a> payables, and receivables. Other services include payroll, sales tax, and reporting of these processes. Susan Bidell heads A-Team Accounting as its president and owner. She draws upon over three decades of industry experience in serving businesses.</p>
<p>A Bachelor&#8217;s degree in accounting or a closely related subject is required, as well as at least five years of accounting or bookkeeping experience. We generate a bank reconciliation report by carefully comparing your bank statements and balance sheet. Our experienced accounting  professionals make sure that the bookkeeping deficiencies exist no more.</p>
<h2 id="toc-2">Kayabooks Online Bookkeeping Services in Phoenix</h2>
<p>See how our company has helped other healthcare providers and facilities. The Phoenix Virtual Solutions team has 75 years of combined experience in the healthcare industry.</p>
<ul>
<li>Manage easy bookkeeping services for your small business in phoenix more effectively.</li>
<li>Do business anywhere, anytime &#8211; See the health of your business whilst on the go.</li>
<li>Dave is reliable and accurate, catching the details that I miss in day to day business.</li>
</ul>
<p>Podraza CPA is a tax and business consulting company located in Scottsdale, Arizona that provides innovative solutions that help clients improve their financial situation. Podraza CPA is a trusted CPA firm that has been in the business for over 30 years. LBS Tax or Lewis Business Services in Chandler, Arizona offers personal and business accounting that helps lift the weight off the shoulders of their clients in handling books and tax problems.</p>
<h2 id="toc-3">Kathleen M Egan, CPA</h2>
<p>Create business products sales and service items, purchase, and payroll items etc. You shouldn’t have to wait days for an accountant to return your call. Your Xendoo team will respond right away—like we’re there in your Phoenix office with you. Bookkeepers make an average annual salary of $42,410 or $20.29 per hour based on a full-time work schedule.  The low end of the pay scale for bookkeepers is $27,050 per year, and the ones earning the most can earn as much as $63,900 per year. Dave has worked in a variety of accounting positions, including staff accountant, assistant controller, and office manager.</p>
<p>They will understand where your revenue comes from, what your expenses are and your business’s strengths and challenges. The accounting pro who is up to their elbows in your business’s finances on a monthly basis is also the accountant who is best positioned to maximize your tax credits and deductions. Bookkeeping is one of those time-consuming tasks you likely don’t have time to tackle during normal business hours. Many small business owners try to wade through the invoices, income statements, vendor contracts and receipts necessary to stay on top of bookkeeping during their off hours. Supporting Strategies provides outsourced bookkeeping, accounting, controller and operations services to growing businesses. Phoenix Accounting need not provide bookkeeping services for you to enjoy this fantastic offer. You may not have an experienced bookkeeper, let Phoenix Accounting carry out your bookwork and get anytime, anywhere access to your accounts, financial reports and more on most mobile devices.</p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/bookkeeping-services-in-phoenix/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Make every study hour count</title>
		<link>https://makian.com.br/make-every-study-hour-count/</link>
		<comments>https://makian.com.br/make-every-study-hour-count/#comments</comments>
		<pubDate>Mon, 14 Jun 2021 19:19:26 +0000</pubDate>
		<dc:creator><![CDATA[makian]]></dc:creator>
				<category><![CDATA[Bookkeeping]]></category>

		<guid isPermaLink="false">https://makian.com.br/?p=2464</guid>
		<description><![CDATA[Content What are some factors to consider when setting up a business IB Business Management > 1.1 Introduction to business management > Flashcards Business sectors produce goods and services for people Operations management (production) Why Should You Earn a Project Management Certification? the section of the economy where business activity is concerned with the provision of services to customers Using the web and other digital resources to serve their customers better. An organization of skilled specialists in a particular craft or trade is a________________. A __________________is an attempt by labor [&#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">What are some factors to consider when setting up a business</a></li>
<li><a href="#toc-1">IB Business Management > 1.1 Introduction to business management > Flashcards</a></li>
<li><a href="#toc-2">Business sectors</a></li>
<li><a href="#toc-3">produce goods and services for people</a></li>
<li><a href="#toc-4">Operations management (production)</a></li>
<li><a href="#toc-5">Why Should You Earn a Project Management Certification?</a></li>
<li><a href="#toc-6">the section of the economy where business activity is concerned with the provision of services to customers</a></li>
</ul>
</div>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="253px" alt="Intro To Business Flashcards"/></p>
<p>Using the web and other digital resources to serve their customers better. An organization of skilled specialists in a particular craft or trade is a________________. A __________________is an attempt by labor to convince others to stop doing business with a firm that is the subject of a primary boycott; prohibited by the Taft-Hartley Act. The first national labor union was the _______________ , which was formed in 1869.</p>
<p>Study for an upcoming test or quiz by boosting your knowledge of business management and leadership, product development and much more. A__________________ is an agreement that sets the tone and clarifies the terms under which management and labor agree to function over a period of time. The project management foundations course—taught by Bonnie Biafore, PMP—teaches students the fundamentals of project management through videos, activities and quizzes.</p>
<h2 id="toc-0">What are some factors to consider when setting up a business</h2>
<p>All course content must be completed to obtain the 8.6 available NASBA CPE credits. You must also score 70% or higher on the 43-question final exam within one year of completion. Earning the 3.5 PMI PDUs and contact hours only requires course completion. Completing this course results in a LinkedIn Learning certificate of completion.</p>
<p>And our free shuttles between campuses and public transit options make classes work with your schedule. We have plenty of Online Learning options to meet your needs. Gain the technical skills you need to start your career in science and technology through our hands-on programs. Find a rewarding career in healthcare or emergency services through one of our 16 academic programs. Course Hero is not sponsored or endorsed by any college or university. Upload your study documents for free access to other study documents in our library.</p>
<h2 id="toc-1">IB Business Management > 1.1 Introduction to business management > Flashcards</h2>
<p>Information provided on Forbes Advisor is for educational purposes only. Your financial situation is unique and the products and services we review may not be right for your circumstances. We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities. Performance information may have changed since the time of publication. Past performance is not indicative of future results. Each is limited to multiple short video lectures and does not include any supplemental materials to support learning. The sections provide an overview of project management, the project management framework, organizational influences on project life cycles and project management processes.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="257px" alt="Intro To Business Flashcards"/></p>
<p>None of these free PMP certification courses will result in the PMP credential. You can only earn PMP certification by taking the official PMI-administered exam. However, <a href="https://quickbooks-payroll.org/intro-to-business-flashcards/">Intro To Business Flashcards</a> the below courses can help you prepare to earn this certification. With our multiple locations across the Portland metropolitan area, getting to class is easy at PCC.</p>
<h2 id="toc-2">Business sectors</h2>
<p>Our adaptive assessments help identify your strengths and weaknesses and generate a &#8220;roadmap&#8221; to improvement. We look at 100+ variables to create a personalized learning plan just for you. We have hundreds of free tools and resources for self-guided learning. Covering 3,000+ subjects, we can connect your student with highly vetted experts, self-study tools, and more. I downloaded it because my girl is from Sweden and I saw how she lit up every time I said a word in her language. Don’t waste time with phrases people don’t actually say. Learn more, faster, with a learning algorithm developed with the best cognitive science.</p>
<p>However, one investor normally holds stocks for 2 years, while the other holds stocks for 10 years. On the basis of the type of analysis done in this chapter, should they both be willing to pay the same price for GE’s stock? Forbes Advisor adheres to strict editorial integrity standards. To the best of our knowledge, all content is accurate as of the date posted, though offers contained herein may no longer be available. The opinions expressed are the author’s alone and have not been provided, approved, or otherwise endorsed by our partners. After watching 85% of the lesson videos in this course, you can obtain and download a completion certificate.</p>
<h2 id="toc-3">produce goods and services for people</h2>
<p>Representing members in employee-management bargaining about job-related issues. Is one by which workers take away a union&#8217;s right to represent them. Labor Unions In Safeguarding Workers Rights They are independent of employers and human resource, but they develop working relationships with employers and HR department. The Pros And Cons Of Labor Unions Labor unions also represent their members in formal negotiations with their employees.</p>
<ul>
<li>You must also score 70% or higher on the 43-question final exam within one year of completion.</li>
<li>Throughout this course, learners complete projects and assignments that require an understanding and application of project management skills.</li>
<li>The course also gives a brief review of PMI and its Project Management Body of Knowledge Guide.</li>
<li>Find a rewarding career in healthcare or emergency services through one of our 16 academic programs.</li>
<li>If you are looking for more advanced training, Simplilearn is a PMI-authorized training partner that offers a paid PMP certification course.</li>
<li>Online project management professional training courses can be expensive and time-consuming, so it’s important to know you’re investing in a worthwhile prep course.</li>
</ul>
<p>Two investors are evaluating GE’s stock for possible purchase. They agree on the expected value of $D_1$ and on the expected future dividend growth rate. Further, they agree on the riskiness of the stock.</p>
<h2 id="toc-4">Operations management (production)</h2>
<p>You can access plenty of lessons with your free account to get you started. See how our talk-first approach works to get you to speak the language like a native speaker from the very first day. Scroll through and enjoy thousands of videos of native speakers teaching you the language. You&#8217;ll also be able to focus on PERT analysis and channel intermediaries. Entrepreneurship &#038; Forms of Business Flashcards Use these flashcards to go over possible reactions to hostile takeovers. You can also review the skills used by entrepreneurs and brush up on different forms of business ownership. Throughout this course, learners complete projects and assignments that require an understanding and application of project management skills.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="254px" alt="Intro To Business Flashcards"/></p>
<p>With the PMP designation, you may qualify for more  employment opportunities and increased earning potential. Completing the CAPTCHA proves you are a human and gives you temporary access to the web property. PCC has programs for many types of non-traditional students. Starting your bachelor’s degree at PCC will cost a fraction of what universities charge. Study in small classes with faculty dedicated to teaching rather than research.</p>
<p>He is passionate about technology in education, college and career readiness and school improvement through data-driven practices. Each of the free PMP certification courses below has both strengths and weaknesses. They all entail different time commitments and resources. Note that some of our listed resources are free for only a limited time before requiring payment. Learn to help businesses thrive with financial, communication, and organization skills taught by faculty with industry experience.</p>
<ul>
<li>A__________________ is an agreement that sets the tone and clarifies the terms under which management and labor agree to function over a period of time.</li>
<li>Flashcards enable you to practice your memorization skills while offering the repetition needed to absorb important details covered in your Business 100 class.</li>
<li>Prepare for a creative career with classes focused on current professional practices and taught by faculty connected to local employers.</li>
<li>We do not offer financial advice, advisory or brokerage services, nor do we recommend or advise individuals or to buy or sell particular stocks or securities.</li>
<li>Additionally, you&#8217;ll be able to focus on social responsibility in business and business ethics.</li>
<li>Master of Project Academy’s free PMP training course is 100% online and self-paced, containing three sections of learning material.</li>
</ul>
<p>If you are looking for more advanced training, Simplilearn is a PMI-authorized training partner that offers a paid PMP certification course. The only requirement to obtain the certificate is to complete each module. The Project Management Institute offers the PMP certification to verify professionals’ experience and skills.</p>
<h2 id="toc-6">the section of the economy where business activity is concerned with the provision of services to customers</h2>
<p>Annie&#8217;s mac and cheese is one example of a company that has successfully designed a label that is clear, accurate, and fully informs <a href="https://quickbooks-payroll.org/">https://quickbooks-payroll.org/</a> consumers of the product contents. A system in which individuals are free to produce the goods and services they choose.</p>
<div itemScope itemProp="mainEntity" itemType="https://schema.org/Question">
<div itemProp="name">
<h3>Is rent an expense?</h3>
</div>
<div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer">
<div itemProp="text">
<p>Rent expense appears on the income statement. Not every organization will have an identical presentation, but rent expense is now widely referred to as lease expense on the income statement.</p>
</div></div>
</div>
<p>The course also gives a brief review of PMI and its Project Management Body of Knowledge Guide. Marketing Strategies in Business Flashcards You can work with these flashcards to review types of advertising, trade incentives and pricing strategies used by businesses. Additionally, you&#8217;ll be able to focus on types of market segmentation and factors that influence consumer purchasing decisions. Udemy offers multiple free PMP courses, each created by a different instructor.</p>
<h2 id="toc-7">the section of the economy where business activity is concerned with the construction and manufacturing of products</h2>
<p>Master of Project Academy’s free PMP training course is 100% online and self-paced, containing three sections of learning material. The course includes over 25 lectures, plus an assortment of resources for those wanting more information. You can  complete your education at PCC or move on to a 4-year college or university. A recent study of our tutoring students showed an average increase of an entire letter grade. Our adaptive assessments help identify a student&#8217;s strengths and weaknesses and generate a &#8220;roadmap&#8221; to improvement. We look at 100+ variables to create a personalized learning plan just for your student.</p>
<ul>
<li>He is passionate about technology in education, college and career readiness and school improvement through data-driven practices.</li>
<li>Dynamic Business Environment Flashcards Review the different environments that can affect businesses with the flashcards in this set.</li>
<li>The sections provide an overview of project management, the project management framework, organizational influences on project life cycles and project management processes.</li>
<li>The only requirement to obtain the certificate is to complete each module.</li>
<li>Craft Union Shop History There are three main strategies.</li>
<li>Industry return to their jobs while the union and management continue negotiations.</li>
</ul>
<p>This class uses downloadable exercises to walk students through each module. At PCC, we have services to help you thrive as a student. Get help with your schoolwork, childcare, groceries, or any other challenge life throws at you, and get involved with the campus community. Economics &#038; Business Flashcards Use these flashcards to go over different types of economies as well as economic phases. You&#8217;ll also be able to review the circular flow of economic activity model. Brandon Galarita is a freelance writer and K-12 educator in Honolulu, Hawaii.</p>
]]></content:encoded>
			<wfw:commentRss>https://makian.com.br/make-every-study-hour-count/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
