How does every transaction keep the accounting equation in balance?
The accounting equation, the dual aspect of every transaction, the rules of double entry for assets, liabilities, capital, income and expenses, and how to record transactions in ledger accounts and balance them off.
A focused answer to AQA A-Level Accounting 3.1, covering the accounting equation, the dual aspect concept, the rules of debit and credit for assets, liabilities, capital, income and expenses, and how transactions are posted to and balanced off in ledger accounts.
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What this dot point is asking
AQA wants you to state the accounting equation, explain the dual aspect of every transaction, apply the rules of debit and credit to assets, liabilities, capital, income and expenses, and record transactions in ledger accounts and balance them off. This is unit 3.1.2, the engine room of the whole subject, and a recording or balancing task appears on almost every Paper 1.
The accounting equation and dual aspect
Capital represents what the business owes back to the owner, which is why it sits on the same side as liabilities: both are claims on the assets. When the owner pays cash into the business, the asset bank rises by and capital rises by . When the business buys a van on credit, the asset van rises by and the liability trade payable rises by . In every case two figures change by the same amount, so holds throughout.
Some transactions change two items on the same side of the equation. Buying of inventory for cash swaps one asset (cash falls) for another (inventory rises), so total assets are unchanged and the equation still balances. Recognising these "asset for asset" or "liability for liability" swaps is a frequent exam test.
The rules of debit and credit
The logic follows from the equation. Assets sit on the left of , so they increase with a left-hand (debit) entry; capital and liabilities sit on the right, so they increase with a right-hand (credit) entry. Expenses reduce capital (they reduce profit, which belongs to the owner), so an increase in an expense is recorded the same way an asset increase is, by a debit. Income increases capital, so it is credited. Drawings reduce capital but are recorded by debiting a drawings account so the reduction is shown separately rather than netted against profit.
Every transaction is recorded with at least one debit and one credit of equal value, so total debits always equal total credits. This is the arithmetical guarantee that lets the trial balance act as a check.
Balancing off a ledger account
From ledgers to the trial balance
Once all accounts are balanced off, the closing balances are listed in the trial balance to check that total debits equal total credits before the financial statements are prepared. The trial balance does not prove the books are error-free, but a disagreement proves an arithmetical error exists, which is the link to unit 3.1.3.
Try this
Q1. State the accounting equation in both its forms. [2 marks] , equivalently .
Q2. A business pays rent by cheque. State the debit and credit entries. [2 marks] Debit rent (an expense increases) ; credit bank (an asset falls) .
Exam-style practice questions
Practice questions written in the style of AQA exam questions on this dot point, with worked answer explainers. The year tag is the paper they imitate, not the source.
AQA 20186 marksRecord the following transactions in the relevant ledger accounts and balance off the bank account: the owner pays 4,000 by cheque; goods are sold for $3,000, received by cheque.Show worked answer →
This is a calculation and recording question; markers award method marks for the correct debit and credit each time.
Opening capital: debit bank 20,000.
Purchases: debit purchases 4,000.
Sales: debit bank 3,000.
The bank account now shows debits of 3,000 (total 4,000. Balance carried down is 4,000, that is 19,000.
Markers reward each correct double entry (the two-sided posting), the correct totalling, and the balance carried down and brought down on the right sides.
AQA 20204 marksExplain, using the dual aspect concept, why the accounting equation always balances after a transaction.Show worked answer →
A 4-mark "Explain" answer needs the equation, the dual aspect, and a worked illustration.
State the equation: assets equal capital plus liabilities (1 mark). State the dual aspect: every transaction affects two accounts by equal and opposite amounts (1 mark).
Illustrate: when the owner pays 5,000 and capital rises by $5,000, so both sides of the equation increase equally and it stays in balance (2 marks). The clinching idea markers reward is that because the two effects are always equal, the equation can never be thrown out of balance by a correctly recorded transaction.
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Sources & how we know this
- AQA A-level Accounting (7127) specification — AQA (2017)