Adjustments

Under fixed capital regular adjustments go to current account. Salary is payable to partner so current account is credited.

Under the fluctuating capital method all transactions affecting a partner’s capital are recorded directly in the capital account. Drawings reduce the partner’s capital, so drawings are debited to the capital account to decrease the capital balance. The closest distractor — debit to current account — relates to the fixed capital method where current accounts are used; it is not used under fluctuating capital. Exam tip: Remember the key difference — fixed capital uses separate current accounts; fluctuating adjusts capital directly.

Under fixed method regular adjustments go to current account. Interest on drawings is debited to current account.

Under fluctuating method regular items go to capital account. Interest on capital is credited to capital account.

A reserve should be created out of profit before distribution (treated as an appropriation). If the reserve is omitted, the distributable profit appears larger and partners receive more than their correct shares. For example, if net profit is ₹100,000 and reserve to be created is ₹10,000, distributable profit should be ₹90,000; omission leads to distributing the full ₹100,000 — hence distributed in excess. The closest distractor "Distributed less" is wrong because omission increases the amount available for distribution. Exam tip: always deduct appropriations (reserves, taxes, etc.) before allocating profit; use a quick numerical check.

The direct answer is option B, Rs 6,000 debit to B. A reserve is an accumulated profit belonging to the partners. If the reserve of Rs 10,000 was omitted while accounts were prepared, the partners may have distributed the remaining profit incorrectly. To correct the omission, the reserve amount is adjusted among the partners in their profit-sharing ratio. A and B share in the ratio 2:3, so total parts are 2 + 3 = 5. B’s share is 3/5. Thus B’s amount is \(10,000 \times 3/5 = Rs 6,000\). Option B is correct. Option A, Rs 4,000, is A’s share, not B’s. Option C, Rs 10,000, is the whole reserve and ignores the ratio. Option D, Rs 2,000, is A’s two-fifths share, not B’s. The debit corrects the earlier excess credit or distribution to B. Memory cue: for ratio 2:3, B receives three of every five rupees.

Creating an excess reserve appropriates part of the profit, reducing the profit available for distribution. Hence partners receive a smaller distributable profit. Option B is incorrect because creating a larger reserve does not increase distributable profit. Exam tip: Always compute distributable profit as net profit minus all appropriations (reserves, partner salaries, bonuses); reserves reduce the amount available to share.

Removing excess reserve increases profit by five thousand. Each of two partners is credited by two thousand five hundred.

In goodwill adjustments the gaining partner's share of goodwill is credited to his capital account while sacrificing partners are debited. Even if the amount is not actually received in cash, A has a claim and therefore A's capital account is credited. Option B is incorrect because debit entries are for sacrificing partners, not gainers. Options C and D are wrong because the account is neither closed nor left unaffected — the entitlement must be recorded. Exam tip: remember the rule — Gainer = Credit; Sacrificer = Debit.

The sacrificing partner B loses part of his claim in the firm, so the amount of goodwill he sacrifices is charged to (debited in) B’s capital/current account. The distractor 'credited' is incorrect because credits are passed to the gaining partners who receive compensation, not to the sacrificer. Exam tip: remember the rule — sacrifice leads to debit of sacrificer; gain leads to credit of gainers.

An adjustment of past profits is made by taking back the excess from the partner who was overpaid and giving it to the underpaid partner. A was overpaid by ₹2,000, so A is debited (to show the amount due back) and B is credited. Option B is the reverse and therefore incorrect. Options C and D are incorrect because debiting or crediting both accounts does not effect the required transfer. Exam tip: Debit the partner who received excess; credit the partner who received less.

The governing concept is internal redistribution of an unchanged partnership profit. In this situation, the total profit available to the firm remains exactly the same; only the amount credited to one partner is adjusted against the amount credited to another according to the applicable ratio or correction. Thus the entry changes the internal allocation among partners without creating income, expense, cash, loan, or asset movement. A new bank loan would create a liability and cash inflow, a cash sale would create revenue and cash, and an asset purchase would exchange cash for an asset. None describes a change limited to partners’ profit shares. Therefore option A is correct.

Adding omitted income increases total profit. Therefore all partners get additional credit in profit ratio.

An omitted expense reduces profit; the reduction in profit is borne by partners in the same proportion as their profit sharing ratio. Capital ratio is incorrect because capital ratio relates to capital-based adjustments (like interest on capital), not the distribution of a change in profit caused by operating income/expense. Exam tip: First determine whether the omitted item is an expense (reduces profit → debit partners) or income (increases profit → credit partners), then apply the profit sharing ratio to adjust partners' accounts.

From the firm's books interest on a partner's loan is an expense (debited to Interest on Loan or Profit & Loss), and the corresponding credit is to the partner — either the partner's loan account or an interest-payable-to-partner account. Hence A's loan/interest payable account is credited. B's capital account is incorrect because capital account is credited for interest on capital or profit adjustments, not for interest payable to the firm’s creditor-partner. Exam tip: For omitted partner-loan interest pass Debit: Interest (expense) and Credit: Partner’s Loan/Interest Payable.

Interest on a partner's loan is an expense of the firm and should be deducted in the profit calculation. If this expense is omitted, total expenses are understated and net profit is overstated — hence profit appears higher. Option A is incorrect because omitting an expense does not reduce profit; option D is wrong because omitting an expense does affect net profit; option C is unrealistic—omission of an expense does not make profit zero. Exam tip: when preparing final accounts, verify that all interest and expense adjustments have been recorded so profits are not overstated.

Goods taken by a partner for personal use are treated as drawings. The usual entry debits Drawings A/c and credits Purchases or Stock. If no separate Drawings account is maintained, the partner’s capital/current account is debited because drawings reduce capital. Option B is incorrect — crediting A would falsely increase capital. Option C is incorrect because the withdrawal is not a sale, so sales are not affected. Exam tip: Memorise the journal entry for drawings (Drawings A/c Dr. To Purchases/Stock) and how drawings are closed to capital at year end.

When a partner brings goods as additional capital, assets (Inventory) increase and the partner’s capital increases. The accounting entry is: Inventory A/c Dr. To A’s Capital A/c. Hence A’s capital account is credited (increases). If the entry is omitted, both asset and capital will be understated in the books. Option C (No effect) is misleading — economically there is an effect, but it will not appear in the books if omitted. Exam tip: Record such transactions as Inventory A/c Dr. and Partner’s Capital A/c Cr. immediately to avoid understatement errors.

The correct approach is to record the omitted entry exactly as it should have been recorded. If A was to be debited and the entry was omitted, the correction is to pass the omitted journal entry — debit A and credit the corresponding account. Thus option A is correct. Option B is wrong because crediting A would reverse the required effect; option C is incorrect because doubling the credit is unjustified; option D is wrong because omissions must be corrected. Exam tip: When you find an omitted entry, pass the original entry in the same debit/credit directions rather than trying ad hoc adjustments.

For an omitted entry you must record the effect that was originally intended. If A was to be credited but no entry was passed, the correction is to credit A (and debit the corresponding account). Option A is wrong because debiting A would give the opposite effect; option C is unrealistic (double debit) and option D is wrong because omissions must be corrected. Exam tip: identify the original intended debit–credit pair and pass the missing entry as it should have been, not its reverse.

Wrong credit must be removed and correct debit must be made. Therefore the effect is debit of double the amount.

The direct answer is A: credit double the amount. Suppose an amount of Rs x should have been credited to A but was wrongly debited. The wrong debit has reduced A’s account by Rs x, so it must first be cancelled with a credit of Rs x. After cancelling it, A still needs the correct credit of Rs x. The total credit required is therefore Rs x + Rs x = Rs 2x. Option A is correct because the correction must both remove the wrong debit and record the omitted credit. Option B is wrong because a debit would make A’s balance even smaller. Option C is wrong because another debit moves in the opposite direction. Option D is wrong because the original entry has caused an incorrect balance and must be corrected. For example, if Rs 3,000 was wrongly debited, the correction is a credit of Rs 6,000. Exam cue: wrong debit plus required credit means double credit.

The account with net debit is debited and the account with net credit is credited. Therefore A is debited and B is credited.

Adjustment entry also follows double entry system. Therefore total debit and credit must be equal.

Interest on drawings is calculated with reference to the amount withdrawn, the applicable rate, and the period for which the firm’s money remained withdrawn. When the entire Rs 18,000 is withdrawn at the end of the accounting year, the usual examination convention treats the period of use during that year as zero. Thus interest = principal × rate × time, and time is zero; consequently, interest for that year is nil. The figures Rs 1,800, Rs 900, and Rs 450 would require a stated rate and a positive period, neither of which is supplied. Therefore option A is correct under the normal partnership-accounting assumption.