{"id":1014,"date":"2023-05-23T15:40:22","date_gmt":"2023-05-23T15:40:22","guid":{"rendered":"http:\/\/tabelionatoalves.com.br\/?p=1014"},"modified":"2024-12-11T23:15:24","modified_gmt":"2024-12-11T23:15:24","slug":"double-entry-definition-examples-principles","status":"publish","type":"post","link":"http:\/\/tabelionatoalves.com.br\/?p=1014","title":{"rendered":"Double Entry Definition, Examples, Principles, Features"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"601px\" alt=\"double entry system means\"\/><\/p>\n<p><p>She credits her technology expense account for $1,000 and debits her cash account for $1,000. This is because her technology expense assets are now worth $1000 more and she has $1000 less in cash. In conclusion, the role of technology in double-entry accounting has been transformative. Double-entry bookkeeping makes it more difficult to manipulate financial records or conceal fraudulent activity by requiring every transaction to have a corresponding debit and credit. This helps deter fraud and provides a safeguard against financial irregularities. Even if you\u2019re not running a public company, double-entry bookkeeping is still beneficial.<\/p>\n<\/p>\n<p><h2>Preventing Errors Through Double-Entry Bookkeeping<\/h2>\n<\/p>\n<ol>\n<li>While double-entry bookkeeping does not eliminate all errors, it is effective in limiting errors on balance sheets and other financial statements because it requires debits and credits to balance.<\/li>\n<li>When you receive the $780 worth of inventory for your business, your inventory increase by $780, and your account payable also increases by $780.<\/li>\n<li>The trial balance report is broken out by debits and credits in the sequence of when they occurred.<\/li>\n<\/ol>\n<p><p>Let us understand the differences between double entry accounting and single-entry accounting through the comparative table below. Let us understand the advantages of double entry accounting through the points  below. There are three different types of accounts, Real, Personal, and Nominal Accounts.<\/p>\n<\/p>\n<p><p>Yes, the Generally Accepted Accounting Principles (GAAP) requires that businesses use double-entry bookkeeping in recording financial transactions. It is recommended to use a double-entry bookkeeping system because it allows for checks and balances on all transactions and the overall financial statement. This ensures that all financial statements are in good order <a href=\"https:\/\/www.1investing.in\/double-entry-what-it-means-in-accounting-and-how\/\">double entry system means<\/a> and it can also help detect and prevent fraud within the business.<\/p>\n<\/p>\n<p><p>The debit and credit sides are recoded simultaneously to be tallied for accuracy when required. Any mismatch, if identified, will indicate a bookkeeping error, which could easily be rectified as the records are organized in a proper pattern. It is different from the single entry accounting system, which involves filling in the information in only one account. Only a single entry recording the income and expenses in a cash register helps maintain the financial information to enable businesses to assess their position. A double entry accounting system refers to the bookkeeping method where two entries are made simultaneously into two different accounts, indicating a firm&#8217;s cash inflow and outflow.<\/p>\n<\/p>\n<p><h2>Double-Entry Accounting<\/h2>\n<\/p>\n<p><p>However, T- accounts are also used by more experienced professionals as well, as it gives a visual depiction of the movement of figures from one account to another. The early beginnings and development of accounting can be traced back to the ancient civilizations in Mesopotamia and is closely related to the development of writing, counting, and money. The concept of double-entry bookkeeping can date back to the Romans and early Medieval Middle Eastern civilizations, where simplified versions of the method can be found.<\/p>\n<\/p>\n<p><h2>What are credits and debits in double-entry accounting?<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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width=\"609px\" alt=\"double entry system means\"\/><\/p>\n<p><p>The two entries offset each other, maintaining the balance of the financial records. This is a partial check that each and every transaction has been correctly recorded.  The transaction is recorded as a &#8220;debit entry&#8221; (Dr) in one account, and a &#8220;credit entry&#8221; (Cr) in a second account.<\/p>\n<\/p>\n<p><h2>History of Double-Entry System of Accounting<\/h2>\n<\/p>\n<p><p>A bookkeeper makes the same entry in two places to reflect two different transaction scenarios. With double-entry accounting, when the good is purchased, it records an increase in inventory and a decrease in assets. When the good is sold, it records a decrease in inventory and an increase in cash (assets). Double-entry accounting provides a holistic view of a company\u2019s transactions and a clearer financial picture.<\/p>\n<\/p>\n<p><p>This bookkeeping method also complies with the US generally accepted accounting principles (GAAP), the official practice and rules for double-entry accounting. In single-entry accounting, when a business completes a transaction, it records that transaction in only one account. For example, if a business sells a good, the expenses of the good are recorded when it is purchased, and the revenue is recorded when the good is sold. If a business buys raw materials by paying cash, it will lead to an increase in inventory (asset) while reducing cash capital (another asset).<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='562' height='313' src='https:\/\/www.youtube.com\/embed\/zS7qoDziTeg' frameborder='0' alt='double entry system means' allowfullscreen><\/iframe><\/div>\n<\/p>\n<p><p>In double-entry bookkeeping, debits and credits are terms used to describe the 2 sides of every transaction. Debits are increases to an account, and credits are decreases to an account. Small businesses with more than one employee or looking to apply for a loan should use double-entry accounting. This system is a more accurate and complete way to keep track of the company\u2019s financial health and how fast it\u2019s growing.<\/p>\n<\/p>\n<p><p>Regardless of which accounts and how many are involved by a given transaction, the fundamental accounting equation of assets equal liabilities plus equity will hold. When applying the double-entry accounting system, each transaction has equal and opposite effects in at least two accounts. These effects are documented as debits and credits, with debits increasing assets and expenses while credits increase liabilities, equity, and revenues.<\/p>\n<\/p>\n<p><div style='text-align:center'><iframe width='566' height='312' src='https:\/\/www.youtube.com\/embed\/VdeV5TRTnrQ' frameborder='0' alt='double entry system means' allowfullscreen><\/iframe><\/div><\/p>\n","protected":false},"excerpt":{"rendered":"<p>She credits her technology expense account for $1,000 and debits her cash account for $1,000. This is because her technology expense assets are now worth $1000 more and she has $1000 less in cash. In conclusion, the role of technology in double-entry accounting has been transformative. Double-entry bookkeeping makes it more difficult to manipulate financial [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[40],"tags":[],"class_list":["post-1014","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1014","targetHints":{"allow":["GET"]}}],"collection":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1014"}],"version-history":[{"count":0,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=\/wp\/v2\/posts\/1014\/revisions"}],"wp:attachment":[{"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1014"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1014"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/tabelionatoalves.com.br\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1014"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}