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Payroll Accounting Basics

November 16, 2021
Bill Kimball
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" alt="payroll accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="366" height="244" /></p> <p>In addition to payroll accounting services, we offer a wide variety of other capabilities to help you run your business, including tax preparation and planning as well as CFO services. We&rsquo;re intensely focused on profitability, and we&rsquo;re here to help you grow your business. Contact us today to see how our financial services can benefit you.</p> </p> <p>The offers that appear in this table are from partnerships from which Investopedia receives compensation. This compensation may impact how and where listings appear. Investopedia does not include all offers available in the marketplace. Any voluntary deductions must be taken from the remaining wages. Payroll services can be expensive, which is a concern for small businesses. Payroll accounting can help businesses expand strategically and avoid overextending themselves. Be sure to let us know if you have any questions about your payroll system; doing so will enable us to make sure you&rsquo;re on the right track.</p> </p> <p><img 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" alt="payroll accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="362" height="507" /></p> <p>This document is automatically created by all payroll software packages. To ensure success as a payroll accountant, you should demonstrate knowledge of applicable tax laws and ideally have experience in a similar role. A first-class payroll accountant will be detail-oriented and someone who can accurately and timely process salaries. Since liabilities <a href="https://www.bookstime.com/articles/payroll-accounting">payroll accounting</a> are amounts that are owed but not yet paid, they should be posted as credits. For example, withholdings from employees&rsquo; paychecks and your portion of payroll taxes that are both waiting to be paid are liabilities and should be recorded as credits. Consider using payroll software to simplify the process of calculating taxes and deductions.</p> </p> <p><h2>What Is The Journal Entry For Payroll?</h2> </p> <p>As your business grows you may have dozens of employees or more. Each time they move home or change their personal status, that information must be updated in your system. It makes sense to give employees limited access to their own information, so that they can make changes directly. This should cut down on mistakes, and you can set it up so that any changed information is checked before it&#8217;s updated. Sometimes that&#8217;s due to new legislation affecting their income tax band. Sometimes it&#8217;s due to changes in personal circumstances, like marriage or parenthood. So it&#8217;s clear that one of the biggest motivators for your employees is money.</p> </p> <p>Intuit accepts no responsibility for the accuracy, legality, or content on these sites. Follow the basic steps to set up and run your first payroll. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. He is the sole author of all the materials on AccountingCoach.com.</p> </p> <p>Summarize the payroll information just collected and have supervisors verify that employees have correctly recorded their time. Each payment to each employee can be broken down into the appropriate categories. Save money and don&rsquo;t sacrifice features you need for your business. Free payroll setup to get you up and running and support to smoothly run payroll. Try our payroll software in a free, no-obligation 30-day trial. Reverse the payable entries with a debit and decrease your Cash account with a credit.</p> </p> <p><img 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" alt="payroll accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="358" height="201" /></p> <p>For example, say an employee has 24 hours of PTO and has already taken eight hours off. Those eight hours have already been paid out and are an expense. The remaining 16 hours are still owed to the employee and are, therefore, a liability to the company. For example, let&rsquo;s say your business runs payroll bi-weekly. Then employees receive their paychecks for that pay period on January 17. Until you pay employees, those wages are a liability because it&rsquo;s money you owe.</p> </p> <p>Payroll can also refer to the list of a company&#8217;s employees and the amount of compensation due to each of them. Payroll is a major expense for most businesses and is almost always deductible, meaning the expense can be deducted from gross income lowering the company&#8217;s taxable income.</p> </p> <p><h2>What Is Payroll Accounting</h2> </p> <p>Like financial accounting, payroll accounting involves recording and categorizing company transactions, but it focuses exclusively on employee-related expenses. Unlike managerial accounting, payroll accounting requires no complex analysis on which to base business decisions. Payroll accounting is about recording your payroll expenses in your accounting system. These recordings are called &ldquo;payroll journal entries,&rdquo; which can be made in your payroll journal and then posted to your general ledger.</p> </p> <div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"> <div itemProp="name"> <h3>Can I do my own business payroll?</h3> </div> <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"> <div itemProp="text"> <p>If you don&#8217;t have extra funds to spend on a payroll service, the DIY approach can save you some cash. Doing manual payroll isn&#8217;t the most straightforward task, but armed with the right knowledge, time, and a sturdy calculator, you can do payroll for your small business yourself. Here&#8217;s how to do payroll manually.</p> </div></div> </div> <p>Under the typical employer/employee relationship, each party will pay half of the tax. Currently, the FICA contribution tax rate is 6.2% for Social Security and 1.45% of gross wages for Medicare. Employers don&rsquo;t match income tax deductions, but they pay federal unemployment taxes. The IRS&#8217;s Income Withholding Assistant will help you determine how much federal income taxes your employees owe. Small business owners benefit from accounting software because it helps them track accounts receivable and accounts payable, gauge their profitability, and prepare for tax season. A small business is one that can use out-of-the-box software without requiring extensive customizations. As a business grows, its accounting needs become more complex, and a customenterprise resource planning system is often needed.</p> </p> <p><h2>What Is Payroll Tax?</h2> </p> <p>The accounting field consists of professionals who analyze and process financial documents, laws, and guidelines in great depth. Their expertise and skills make them invaluable to a variety of industries and organizations. Depending on their employer, accountants can take on several titles and responsibilities. Payroll accounting&#8217;s final task is to distribute each employee&#8217;s net pay. This can be done in a number of ways, including mailing checks, making direct deposits into checking accounts, loading prepaid debit cards and distributing cash personally. Processing payroll is a complex and time-consuming endeavor that requires adherence to strict federal and state rules and regulations. It requires extensive record-keeping and attention to detail.</p> </p> <div itemScope itemProp="mainEntity" itemType="https://schema.org/Question"> <div itemProp="name"> <h3>What type of accounting is payroll?</h3> </div> <div itemScope itemProp="acceptedAnswer" itemType="https://schema.org/Answer"> <div itemProp="text"> <p>What is Payroll Accounting? Payroll accounting is essentially the calculation, management, recording, and analysis of employees&#8217; compensation. It includes whatever base salary an employee receives, along with other types of payment that accrue during the course of their work, which.</p> </div></div> </div> <p>Like salary potential, job growth rates may vary between states and among industries. Let us know what type of degree you&#8217;re looking into, and we&#8217;ll find a list of the best programs to get you there. Explore programs of your interests with the high-quality standards and flexibility you need to take your career to the next level. This online course has the same prerequisite requirements as the on-campus course. Please check your home college catalog or schedule for specific prerequisite information.</p> </p> <p><h2>Payroll Accountant Job Description Template</h2> </p> <p>It is the responsibility of payroll accountants to make sure that all necessary withholdings are taken from each paycheck. However, companies must also perform accounting functions to record payroll, taxes withheld, bonuses, overtime pay, sick time, and vacation pay. Companies must put aside and record the amount to be paid to the government for Medicare, Social Security, and unemployment taxes. In a business ledger, payroll journal entries are recorded as initial recordings, accrued wages, or manual payments. Most journal entries will take the form of initial recordings, which document employees&rsquo; gross wages and withholdings as well as employment taxes.</p> </p> <ul> <li>Investopedia does not include all offers available in the marketplace.</li> <li>Recording payroll on your books involves making sure that amounts are accurately posted to payroll accounts.</li> <li>Follow the steps below to access your instructor resources or watch the step-by-step video.</li> <li>There are also a number of specific payroll certifications that are provided by professional associations.</li> <li>Each payment to each employee can be broken down into the appropriate categories.</li> <li>That&#8217;s your job as employer, and it&#8217;s important to get it right.</li> </ul> <p>Accrued wages may be entered when an amount is owed to a worker at the end of an accounting period and has not yet been paid. Manual payments are entered when you need to cut a check due to an adjustment in pay or a termination. Many businesses hire a payroll accountant to keep track of IRS filings and employer taxes, but when you&rsquo;re just starting out, you may not be able to afford it.</p> </p> <p><h2>What Is Payroll Accounting Definition And Examples</h2> </p> <p>The formation of these specialties begins with electives, concentrations, and specializations. Accountants may specialize in tax or labor law, verifying their organizations comply with state and federal rules. They may specialize in investments to identify financial opportunities or they may focus on managerial accounting to improve organizational budgets, asset management, and performance. Form W-2 reports an employee&#8217;s annual wages and the amount of taxes withheld from their paycheck. A payroll deduction plan is when an employer withholds money from an employee&#8217;s paycheck, most commonly for employee benefits and taxes. A payroll tax cut would mean that less Social Security and Medicare taxes are withheld and taken out of paychecks. The idea is that workers and businesses would take home a little extra with each paycheck and that would encourage them to spend more and stimulate the economy.</p> </p> <p><img 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" alt="payroll accounting" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" width="397" height="249" /></p> <p>Calculations will also depend on your state and sometimes your city or county. Familiarize yourself with any local tax laws that could require additional payroll deductions. To get started, you&rsquo;ll need to set up a chart of accounts and gather reports from your payroll system.</p> </p> <p>Considerations must be made for payroll taxes, fringe benefits, garnishment issues and overtime pay, among other things. Later, when you pay your employees&rsquo; withheld taxes, your portion of payroll taxes and any other payroll amounts owed, you will need to make another journal entry. This involves reducing the balance in your cash account by posting your paid liabilities as debits. It might feel like there are a hundred kinds of payroll taxes. From Social Security and Medicare to state and federal unemployment taxes, the list goes on and on. As a business owner, it&rsquo;s your job to pay your share of the taxes and manage tax withholdings from employee paychecks. And until all those taxes are deposited to their final destinations, they&rsquo;re payroll liabilities.</p> </p> <p><h2>Does Payroll Fall Under Hr Or Accounts Payable?</h2> </p> <p>You&rsquo;ll thank yourself when an audit arises or you just need to prepare an income or cash flow statement at year-end. Similar to accrued vacation pay, you&rsquo;ll also need to keep track of the amount of sick pay an employee has earned on the books. You can establish how much sick pay an employee would earn per pay period .</p> </p> <p>Until the money comes out of your business&rsquo;s account, that payroll is a liability. For instance, a small business with one or two employees may not offer 401 matching or even health insurance.</p> </p> <p>If you deduct too much, your employees may not have enough money left to live on. If you deduct too little, they may have to make a lump sum payment to the tax office at the end of the year, which could cause them financial hardship. As well as the moral requirement to get these deductions right, there&#8217;s also a legal one.</p> </p> <p>Their responsibilities include calculating salaries, updating payroll systems with employee information, and preparing internal and external tax reports. While accounting software has many benefits – especially for payroll accounting – it doesn&#8217;t do everything. For that, you may need to use separate software or an online portal offered by your local taxing authorities. Rather, these payments are discretionary for employees and coming directly out of employee funds. When you switch accounting periods, make additional journal entries to reduce the cash account and eliminate the liability account balance. Decrease the liability account by debiting the payable entries in your books.</p> </p> <p>Financially, you must ensure that you&rsquo;re compensating your employees and managing your payroll expenses appropriately. If you&rsquo;re an employer, you can&rsquo;t just be on your merry way after paying your employees. You also need to account for payroll expenses in your books. To ensure your accounting books are accurate, learn how to record payroll transactions. Most small business owners will not create an entry for this type of liability because employees are paid shortly after the pay period. However, it&rsquo;s important business owners monitor their accounts around payday to make sure there&rsquo;s enough money for payroll and any tax payments. Payroll accounting is the recording and tracking of all payroll transactions.</p> </p> <p>You&rsquo;ll prepare payroll schedules and records and you&rsquo;ll contribute to various accounting tasks, such as updating payroll files. To succeed in this role, you must have strong mathematical skills and knowledge of national and regional laws on payroll and taxes. Payroll accountants prepare employee salary statements and process paychecks. Payroll accountants ensure all payroll procedures are in line with governmental laws and policies.</p> </p> <p>When you pay an employee, you increase the expense account because you are paying them. You need to record all payroll transactions in your accounting books. But before you can do that, understand the basics of using debits and credits in accounting. The key for payroll accounting is to recognize when a concept is assumed by the employer or the employee.</p> </p> <p>With this knowledge, you&#8217;ll be able to optimize your payroll process – and get more from your employees. Payroll covers more than just a list of people you employ and what they are paid. It&rsquo;s also about the tax information and complying with legal requirements. It&rsquo;s also essential to keep track of the taxes you withheld (the $100 in the above example) because you&rsquo;re going to need those numbers for the next step.</p> "

payroll accounting

In addition to payroll accounting services, we offer a wide variety of other capabilities to help you run your business, including tax preparation and planning as well as CFO services. We’re intensely focused on profitability, and we’re here to help you grow your business. Contact us today to see how our financial services can benefit you.

The offers that appear in this table are from partnerships from which Investopedia receives compensation. This compensation may impact how and where listings appear. Investopedia does not include all offers available in the marketplace. Any voluntary deductions must be taken from the remaining wages. Payroll services can be expensive, which is a concern for small businesses. Payroll accounting can help businesses expand strategically and avoid overextending themselves. Be sure to let us know if you have any questions about your payroll system; doing so will enable us to make sure you’re on the right track.

payroll accounting

This document is automatically created by all payroll software packages. To ensure success as a payroll accountant, you should demonstrate knowledge of applicable tax laws and ideally have experience in a similar role. A first-class payroll accountant will be detail-oriented and someone who can accurately and timely process salaries. Since liabilities payroll accounting are amounts that are owed but not yet paid, they should be posted as credits. For example, withholdings from employees’ paychecks and your portion of payroll taxes that are both waiting to be paid are liabilities and should be recorded as credits. Consider using payroll software to simplify the process of calculating taxes and deductions.

What Is The Journal Entry For Payroll?

As your business grows you may have dozens of employees or more. Each time they move home or change their personal status, that information must be updated in your system. It makes sense to give employees limited access to their own information, so that they can make changes directly. This should cut down on mistakes, and you can set it up so that any changed information is checked before it’s updated. Sometimes that’s due to new legislation affecting their income tax band. Sometimes it’s due to changes in personal circumstances, like marriage or parenthood. So it’s clear that one of the biggest motivators for your employees is money.

Intuit accepts no responsibility for the accuracy, legality, or content on these sites. Follow the basic steps to set up and run your first payroll. Harold Averkamp has worked as a university accounting instructor, accountant, and consultant for more than 25 years. He is the sole author of all the materials on AccountingCoach.com.

Summarize the payroll information just collected and have supervisors verify that employees have correctly recorded their time. Each payment to each employee can be broken down into the appropriate categories. Save money and don’t sacrifice features you need for your business. Free payroll setup to get you up and running and support to smoothly run payroll. Try our payroll software in a free, no-obligation 30-day trial. Reverse the payable entries with a debit and decrease your Cash account with a credit.

payroll accounting

For example, say an employee has 24 hours of PTO and has already taken eight hours off. Those eight hours have already been paid out and are an expense. The remaining 16 hours are still owed to the employee and are, therefore, a liability to the company. For example, let’s say your business runs payroll bi-weekly. Then employees receive their paychecks for that pay period on January 17. Until you pay employees, those wages are a liability because it’s money you owe.

Payroll can also refer to the list of a company’s employees and the amount of compensation due to each of them. Payroll is a major expense for most businesses and is almost always deductible, meaning the expense can be deducted from gross income lowering the company’s taxable income.

What Is Payroll Accounting

Like financial accounting, payroll accounting involves recording and categorizing company transactions, but it focuses exclusively on employee-related expenses. Unlike managerial accounting, payroll accounting requires no complex analysis on which to base business decisions. Payroll accounting is about recording your payroll expenses in your accounting system. These recordings are called “payroll journal entries,” which can be made in your payroll journal and then posted to your general ledger.

Can I do my own business payroll?

If you don’t have extra funds to spend on a payroll service, the DIY approach can save you some cash. Doing manual payroll isn’t the most straightforward task, but armed with the right knowledge, time, and a sturdy calculator, you can do payroll for your small business yourself. Here’s how to do payroll manually.

Under the typical employer/employee relationship, each party will pay half of the tax. Currently, the FICA contribution tax rate is 6.2% for Social Security and 1.45% of gross wages for Medicare. Employers don’t match income tax deductions, but they pay federal unemployment taxes. The IRS’s Income Withholding Assistant will help you determine how much federal income taxes your employees owe. Small business owners benefit from accounting software because it helps them track accounts receivable and accounts payable, gauge their profitability, and prepare for tax season. A small business is one that can use out-of-the-box software without requiring extensive customizations. As a business grows, its accounting needs become more complex, and a customenterprise resource planning system is often needed.

What Is Payroll Tax?

The accounting field consists of professionals who analyze and process financial documents, laws, and guidelines in great depth. Their expertise and skills make them invaluable to a variety of industries and organizations. Depending on their employer, accountants can take on several titles and responsibilities. Payroll accounting’s final task is to distribute each employee’s net pay. This can be done in a number of ways, including mailing checks, making direct deposits into checking accounts, loading prepaid debit cards and distributing cash personally. Processing payroll is a complex and time-consuming endeavor that requires adherence to strict federal and state rules and regulations. It requires extensive record-keeping and attention to detail.

What type of accounting is payroll?

What is Payroll Accounting? Payroll accounting is essentially the calculation, management, recording, and analysis of employees’ compensation. It includes whatever base salary an employee receives, along with other types of payment that accrue during the course of their work, which.

Like salary potential, job growth rates may vary between states and among industries. Let us know what type of degree you’re looking into, and we’ll find a list of the best programs to get you there. Explore programs of your interests with the high-quality standards and flexibility you need to take your career to the next level. This online course has the same prerequisite requirements as the on-campus course. Please check your home college catalog or schedule for specific prerequisite information.

Payroll Accountant Job Description Template

It is the responsibility of payroll accountants to make sure that all necessary withholdings are taken from each paycheck. However, companies must also perform accounting functions to record payroll, taxes withheld, bonuses, overtime pay, sick time, and vacation pay. Companies must put aside and record the amount to be paid to the government for Medicare, Social Security, and unemployment taxes. In a business ledger, payroll journal entries are recorded as initial recordings, accrued wages, or manual payments. Most journal entries will take the form of initial recordings, which document employees’ gross wages and withholdings as well as employment taxes.

  • Investopedia does not include all offers available in the marketplace.
  • Recording payroll on your books involves making sure that amounts are accurately posted to payroll accounts.
  • Follow the steps below to access your instructor resources or watch the step-by-step video.
  • There are also a number of specific payroll certifications that are provided by professional associations.
  • Each payment to each employee can be broken down into the appropriate categories.
  • That’s your job as employer, and it’s important to get it right.

Accrued wages may be entered when an amount is owed to a worker at the end of an accounting period and has not yet been paid. Manual payments are entered when you need to cut a check due to an adjustment in pay or a termination. Many businesses hire a payroll accountant to keep track of IRS filings and employer taxes, but when you’re just starting out, you may not be able to afford it.

What Is Payroll Accounting Definition And Examples

The formation of these specialties begins with electives, concentrations, and specializations. Accountants may specialize in tax or labor law, verifying their organizations comply with state and federal rules. They may specialize in investments to identify financial opportunities or they may focus on managerial accounting to improve organizational budgets, asset management, and performance. Form W-2 reports an employee’s annual wages and the amount of taxes withheld from their paycheck. A payroll deduction plan is when an employer withholds money from an employee’s paycheck, most commonly for employee benefits and taxes. A payroll tax cut would mean that less Social Security and Medicare taxes are withheld and taken out of paychecks. The idea is that workers and businesses would take home a little extra with each paycheck and that would encourage them to spend more and stimulate the economy.

payroll accounting

Calculations will also depend on your state and sometimes your city or county. Familiarize yourself with any local tax laws that could require additional payroll deductions. To get started, you’ll need to set up a chart of accounts and gather reports from your payroll system.

Considerations must be made for payroll taxes, fringe benefits, garnishment issues and overtime pay, among other things. Later, when you pay your employees’ withheld taxes, your portion of payroll taxes and any other payroll amounts owed, you will need to make another journal entry. This involves reducing the balance in your cash account by posting your paid liabilities as debits. It might feel like there are a hundred kinds of payroll taxes. From Social Security and Medicare to state and federal unemployment taxes, the list goes on and on. As a business owner, it’s your job to pay your share of the taxes and manage tax withholdings from employee paychecks. And until all those taxes are deposited to their final destinations, they’re payroll liabilities.

Does Payroll Fall Under Hr Or Accounts Payable?

You’ll thank yourself when an audit arises or you just need to prepare an income or cash flow statement at year-end. Similar to accrued vacation pay, you’ll also need to keep track of the amount of sick pay an employee has earned on the books. You can establish how much sick pay an employee would earn per pay period .

Until the money comes out of your business’s account, that payroll is a liability. For instance, a small business with one or two employees may not offer 401 matching or even health insurance.

If you deduct too much, your employees may not have enough money left to live on. If you deduct too little, they may have to make a lump sum payment to the tax office at the end of the year, which could cause them financial hardship. As well as the moral requirement to get these deductions right, there’s also a legal one.

Their responsibilities include calculating salaries, updating payroll systems with employee information, and preparing internal and external tax reports. While accounting software has many benefits – especially for payroll accounting – it doesn’t do everything. For that, you may need to use separate software or an online portal offered by your local taxing authorities. Rather, these payments are discretionary for employees and coming directly out of employee funds. When you switch accounting periods, make additional journal entries to reduce the cash account and eliminate the liability account balance. Decrease the liability account by debiting the payable entries in your books.

Financially, you must ensure that you’re compensating your employees and managing your payroll expenses appropriately. If you’re an employer, you can’t just be on your merry way after paying your employees. You also need to account for payroll expenses in your books. To ensure your accounting books are accurate, learn how to record payroll transactions. Most small business owners will not create an entry for this type of liability because employees are paid shortly after the pay period. However, it’s important business owners monitor their accounts around payday to make sure there’s enough money for payroll and any tax payments. Payroll accounting is the recording and tracking of all payroll transactions.

You’ll prepare payroll schedules and records and you’ll contribute to various accounting tasks, such as updating payroll files. To succeed in this role, you must have strong mathematical skills and knowledge of national and regional laws on payroll and taxes. Payroll accountants prepare employee salary statements and process paychecks. Payroll accountants ensure all payroll procedures are in line with governmental laws and policies.

When you pay an employee, you increase the expense account because you are paying them. You need to record all payroll transactions in your accounting books. But before you can do that, understand the basics of using debits and credits in accounting. The key for payroll accounting is to recognize when a concept is assumed by the employer or the employee.

With this knowledge, you’ll be able to optimize your payroll process – and get more from your employees. Payroll covers more than just a list of people you employ and what they are paid. It’s also about the tax information and complying with legal requirements. It’s also essential to keep track of the taxes you withheld (the $100 in the above example) because you’re going to need those numbers for the next step.