{"id":72432,"date":"2021-04-01T08:15:41","date_gmt":"2021-04-01T08:15:41","guid":{"rendered":"https:\/\/www.kite47.com\/?p=72432"},"modified":"2023-06-26T13:23:04","modified_gmt":"2023-06-26T13:23:04","slug":"debits-vs-credits-a-simple-visual-guide-bench","status":"publish","type":"post","link":"https:\/\/kite47.com\/index.php\/2021\/04\/01\/debits-vs-credits-a-simple-visual-guide-bench\/","title":{"rendered":"Debits VS Credits: A Simple, Visual Guide Bench Accounting"},"content":{"rendered":"<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"356px\" alt=\"debit and credit examples\"\/><\/p>\n<p><p>This results in an increase in the company\u2019s bank account balance and increases the company\u2019s liabilities. The purchase of $150 of office supplies on a credit card would result in a debit posted to the office supply account and a credit to the credit card account. This would increase the office expense account and increase the credit card liability account. In general, debiting a liability account decreases the amount of money that the company owes, while crediting a liability account increases the amount of money that the company owes. Most accounting software forces you to keep your books in balance because it will not allow you to save an entry that doesn\u2019t have equal credits and debits.<\/p>\n<\/p>\n<div style='border: grey dotted 1px;padding: 13px;'>\n<h3>Warning: Four holiday booking scams to watch out for as \u00a315 million &#8230; &#8211; MoneySavingExpert<\/h3>\n<p>Warning: Four holiday booking scams to watch out for as \u00a315 million &#8230;.<\/p>\n<p>Posted: Tue, 20 Jun 2023 11:02:12 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiUmh0dHBzOi8vd3d3Lm1vbmV5c2F2aW5nZXhwZXJ0LmNvbS9uZXdzLzIwMjMvMDYvYXZvaWQtY29tbW9uLWhvbGlkYXktYm9va2luZy1zY2Ftcy_SAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Any increase in liability is recorded on the credit side and any decrease is recorded on the debit side of a liability account. Debit always goes on the left side of your journal entry, and credit goes on the right. In double-entry bookkeeping, the left and right sides (debits and credits) must always stay in balance.<\/p>\n<\/p>\n<p><h2>How Debits and Credits Affect Each Type of Account<\/h2>\n<\/p>\n<p><p>For example, purchase of machinery&nbsp;for cash is a financial transaction that increases machinery&nbsp;and decreases cash because machinery comes in and cash goes out of the business. The increase in machinery and decrease&nbsp;in cash must be recorded in&nbsp;the machinery account and the cash account respectively. As stated earlier, every&nbsp;ledger account&nbsp;has&nbsp;a debit side and a credit side.<\/p>\n<\/p>\n<p><p>Totaling of all debits and credits in the general ledger at the end of a financial period is known as trial balance. Thus, every financial transaction consists of a debit portion and a credit portion to balance your books. Multiple accounts may be debited and\/or credited in the same journal entry, too. In this system, only a single notation is made of a transaction; it is usually an entry in a check book or cash journal,  indicating the receipt or expenditure of cash. A single entry system is only designed to produce an income statement. A single entry system must be converted into a double entry system in order to produce a balance sheet.<\/p>\n<\/p>\n<p><h2>Rules of Debit and Credit<\/h2>\n<\/p>\n<p><p>Furthermore, the income and expenses decrease and increase in the case of debit and credit sides, respectively. In a revenue account, an increase in debits will decrease the balance. This is because when revenue is earned, it is recorded as a debit in the bank account (or accounts receivable) and as a credit to the revenue account. Equity accounts are records of a company\u2019s ownership stake, so they are affected by debits and credits in different ways.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What are examples of credit?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>There are many different forms of credit. Common examples include car loans, mortgages, personal loans, and lines of credit. Essentially, when the bank or other financial institution makes a loan, it &#8216;credits&#8217; money to the borrower, who must pay it back at a future date.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>These include items such as rent, vendors, utilities, payroll and loans. Debit and credit balances show the values coming inside and going outside of a business. Even though they are equivalent to each other, they work in a reverse way. So, whenever you make a purchase or sell something, one account increases in value while the other decreases. One option is to create two separate ledgers, one for debits and one for credits.<\/p>\n<\/p>\n<p><h2>Example of debit and credit rules:<\/h2>\n<\/p>\n<p><p>Our experts love this top pick,&nbsp;which features&nbsp;a&nbsp;0% intro APR&nbsp;until 2024, an insane cash back rate of up to 5%, and all somehow for no annual fee. But how do you know when to debit an account, and when to credit an account? Debits and credits are two of the most important accounting terms you need to understand. This is particularly important for bookkeepers and accountants using double-entry accounting. Check out a quick recap of the key points regarding debits vs. credits in accounting.<\/p>\n<\/p>\n<p><p>For every debit in one account, another account must have a corresponding credit of equal value. The journal entry &#8220;ABC Computers&#8221; is indented to indicate that this is the credit transaction. It is accepted accounting practice to indent credit transactions recorded within a journal. The financial experts at Tower Loan understand how lending <a href=\"https:\/\/turbo-tax.org\/how-to-view-previous-turbo-tax-files-2020\/\">https:\/\/turbo-tax.org\/how-to-view-previous-turbo-tax-files-2020\/<\/a> affects your company\u2019s liability and how the power of a loan can help your business propel its growth. Contact Tower Loan  to learn more about the different types of financing available through installment loans. You can apply quickly online and get the money deposited directly to your account without ever having to visit a bank branch.<\/p>\n<\/p>\n<p><h2>How to do a balance sheet<\/h2>\n<\/p>\n<p><p>This can create some confusion for inexperienced business owners, who see the same funds used as a credit in one area but a debit in the other. It is easier to explain the rules of debit and credit if you have an idea about the golden rules of accounting. Most people will use a list of accounts so they know how to record debits and credits properly. Plus, you get financial reports like balance sheets and profit and loss statements prepared for you each month.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is one example of debit?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>A debit (DR) is an entry made on the left side of an account. It either increases an asset or expense account or decreases equity, liability, or revenue accounts (you&apos;ll learn more about these accounts later). For example, you debit the purchase of a new computer by entering it on the left side of your asset account.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>All accounts that usually have a credit balance will increase when credit is added and decrease when a debit is added. If you debit a cash account, this simply means the amount of cash increases. But if you debit accounts payable account, it means your total amount of liability owing decreases. Sal goes into his accounting software and records a journal entry to debit his Cash account (an asset account) of $1,000. Today, most bookkeepers and business owners use accounting software to record debits and credits.<\/p>\n<\/p>\n<p><p>A credit entry increases liability, revenue or equity accounts \u2014 or it decreases an asset or expense account. You can record all credits on the right side, as a negative number to reflect outgoing money. In terms of recordkeeping, debits are always recorded on the left side, as a positive number to reflect incoming money.<\/p>\n<\/p>\n<ul>\n<li>Since increases in capital are recorded on the credit side of the capital account, all incomes are also recorded on the credit side of the relevant account.<\/li>\n<li>Now, you see that the number of debit and credit entries is different.<\/li>\n<li>When these two items balance out \u2014 or equal zero \u2014 on your balance sheet, your books are balanced.<\/li>\n<\/ul>\n<p><p>Implementing accounting software can help ensure that each journal entry you post keeps the formula and total debits and credits in balance. In a standard journal entry, all debits are placed as the top lines, while all credits are listed on the line below debits. When using T-accounts, a debit is the left side of the chart while a credit is the right side. Debits and credits are utilized in the trial balance and adjusted trial balance to ensure that all entries balance.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How do you explain debits and credits?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>In double-entry accounting, debits refer to incoming money, and credits refer to outgoing money. For every debit in one account, another account must have a corresponding credit of equal value.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>This results in an increase in the company\u2019s bank account balance and increases the company\u2019s liabilities. The purchase of $150 of office supplies on a credit card would result in a debit posted to the office supply account and a credit to the credit card account. This would increase the office expense account and increase<a class=\"read-more\" href=\"https:\/\/kite47.com\/index.php\/2021\/04\/01\/debits-vs-credits-a-simple-visual-guide-bench\/\"> [&hellip;]<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[98],"tags":[],"_links":{"self":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/72432"}],"collection":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/comments?post=72432"}],"version-history":[{"count":1,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/72432\/revisions"}],"predecessor-version":[{"id":72433,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/72432\/revisions\/72433"}],"wp:attachment":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/media?parent=72432"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/categories?post=72432"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/tags?post=72432"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}