Adjustments

Correct answer: B. Double the amount

Let the erroneous amount be ₹X. If recorded correctly A would be credited by +₹X; but by mistake it is debited by +₹X. To get from the wrong position to the correct one you must remove the wrong debit (₹X) and then record the correct credit (₹X) — total difference = ₹X + ₹X = 2₹X. Hence the change is double the amount. The closest distractor (Equal to the amount) is wrong because it counts only one side of the mistake and ignores the opposite-side entry. Exam tip: when an entry is on the wrong side, add the amount needed to cancel the wrong entry and the amount needed to make the correct entry.

Correct answer: B. Credit four thousand rupees

To remove wrong debit and give correct credit total credit of four thousand is needed. This is double effect.

Correct answer: A. Debit four thousand rupees

The intended correction must consider both the wrong entry and the entry that should have been made. A was supposed to be debited ₹2,000, but was wrongly credited ₹2,000. First, the wrong credit has to be cancelled by debiting ₹2,000. Then the correct debit of ₹2,000 must also be recorded.

These two debit effects total ₹2,000 + ₹2,000 = ₹4,000 debit in the correction process. Therefore option A is correct. A mere ₹2,000 debit would only remove the wrong credit and would not separately record the debit that was originally required. The answer refers to the total correcting effect, not merely one of the two steps.

Correct answer: A. A single adjustment entry can be passed

Finding the net effect means offsetting equal debits and credits and passing only one entry for the remaining difference. This avoids redundant paired entries and makes adjustments quicker and cleaner. Option B is incorrect because closing accounts is a separate process and does not follow automatically from netting. Exam tip: always net opposite amounts first and then record a single adjusting entry for the balance.

Correct answer: A. On the credit side

The governing concept is the adjustment-table method used for correcting partnership accounts. The table compares the correct treatment of an item with the treatment already recorded, and the net effect is transferred through the concerned partner’s account. A net credit effect means that, after considering both sides, the partner’s capital or current account must receive a credit. The credit increases the partner’s claim or benefit in the firm. Therefore, A is shown on the credit side of the final adjustment entry. A debit would represent a net reduction or recovery from A, while narration alone cannot record the financial effect and “nowhere” would leave the correction incomplete.

Correct answer: A. On the debit side

The governing rule is that the net effect calculated in an adjustment table is posted to the concerned partner’s account in the same accounting direction. A net debit effect means that the amount ultimately has to be charged to B, or that B’s claim or capital balance must be reduced. Consequently, B is placed on the debit side of the final adjustment entry. This debit records the recovery or reduction required from B. A credit would increase B’s claim and would be appropriate only for a net credit effect. Narration is explanatory text and cannot replace the debit entry, while “nowhere” would fail to record the correction.

Correct answer: A. Three thousand rupees

The direct answer is option A, Rs 3,000 for each partner. Omitted income means income that was earned but was accidentally left out of the books. When it is found, total profit increases by Rs 9,000. A, B and C share profit equally, so the extra profit must be divided into three equal parts: Rs 9,000 ÷ 3 = Rs 3,000. Each partner’s account is therefore credited with Rs 3,000. Option A is correct. Option B, Rs 9,000, gives the whole omitted amount to each person instead of dividing it. Option C, Rs 6,000, is not one of three equal shares; it could suggest a two-person division, which is not the case. Option D, Rs 1,000, would divide the amount into nine parts, not three. The income is credited because it increases profit available to the partners. Memory cue: omitted income increases profit; divide the increase according to the profit-sharing ratio.

Correct answer: B. Rs 4,000

Since profits are shared equally, each partner bears \(\dfrac{1}{3}\) of the omitted expense. So, each is debited by \(\dfrac{12{,}000}{3}=4{,}000\) rupees.

Correct answer: B. Profit will be understated

Recording an expense twice increases total expenses recorded. Since profit = income − expenses, higher expenses reduce profit, so profit is understated. Option A is incorrect because doubling an expense does not overstate profit; it reduces it. Options C and D are implausible — the profit will not remain unchanged nor necessarily become zero just from one expense being doubled. Exam tip: to find such errors check the individual expense ledger and compare totals with the trial balance to spot duplicate entries.

Correct answer: B. Profit was overstated

Recording an income twice increases total revenue above the true amount, so profit is overstated by the extra amount. The correction requires deducting the duplicated income. Options A and C are incorrect because double-recording an income cannot understate profit or leave it unchanged — it increases profit. Exam tip: when checking accounts, always verify individual income entries for duplicates before finalizing profit figures.

Correct answer: A. Six thousand rupees

Removing one extra expense increases profit by six thousand rupees. Then credit it to partners in ratio.

Correct answer: A. Rs 8,000

The governing concept is correction of a duplicated income entry. If income of Rs 8,000 has been recorded twice, one recording is correct and only the second recording is excess. The adjustment therefore removes one excess income amount, not both recordings. Since income had previously increased reported profit, removing the extra Rs 8,000 reduces profit by exactly Rs 8,000. The calculation is: excess income = Rs 8,000 × 1 = Rs 8,000; decrease in profit = Rs 8,000. Rs 16,000 incorrectly removes the valid entry as well, Rs 4,000 has no basis, and zero ignores the duplicated amount. Thus option A is correct.

Correct answer: A. Credit in the profit-sharing ratio

The governing concept is allocation of a corrected partnership profit among the partners. When the originally reported profit was understated, the correction creates an additional profit. That additional profit belongs to the partners according to the applicable profit-sharing ratio, so each partner’s capital or current account is credited with the appropriate share. For example, if the increase is Rs 10,000 and the ratio is 3:2, the partners receive credits of Rs 6,000 and Rs 4,000. A debit would reduce their claims, no entry would leave the additional profit unallocated, and closing all accounts is unrelated. Therefore option A correctly states the treatment.

Correct answer: A. Debit in the profit-sharing ratio

The governing concept is reversal of an excess profit previously credited to partners. If profit was overstated, the partners may have received more profit than they were entitled to under the correct calculation. When the correction reduces total profit, the excess already attributed to them must be withdrawn from their accounts in the agreed profit-sharing ratio. Hence the partners’ capital or current accounts are debited. A credit would increase the overstatement, and the bank account is not necessarily involved because this is an accounting allocation correction rather than a cash transaction. “No effect” is also incorrect because the partners’ balances must be corrected. Option A is therefore correct.

Correct answer: A. Three thousand rupees

The ratio is 3:1 so total parts = 3 + 1 = 4. B has 1 part. B's share = (1/4) × ₹12,000 = ₹3,000. Option B (₹9,000) would be A's share (3/4 × ₹12,000); Option C (₹12,000) is the entire amount; Option D (₹6,000) corresponds to an equal split (1:1). Exam tip: add the ratio parts first, divide the total by total parts, then multiply by the required party's parts.

Correct answer: A. Twelve thousand rupees

Total parts = 4 + 1 = 5. A's share = \(\dfrac{4}{5}\) of the amount. So amount debited to A = \(15000 \times \dfrac{4}{5} = 12000\) rupees. Option B (3,000) is actually B's share; option C (15,000) is the entire amount and therefore incorrect. Exam tip: always find total parts first and then multiply the total amount by the partner's fraction.

Correct answer: A. Old for past profit and new for future

Ratio is applied according to time and event. Past profit error is checked with the ratio applicable then.

Correct answer: A. Total capital does not change

A redistribution adjustment changes only how the total profit is divided between partners. It does not create new money for the firm and does not remove money from the firm. One partner’s credit may be reduced while another partner’s credit is increased by the same amount. Thus, the individual capital balances can change, but their combined total remains unchanged.

For example, if ₹5,000 is transferred from A’s share to B’s share, A’s capital decreases by ₹5,000 and B’s capital increases by ₹5,000. The net change in total capital is ₹5,000 − ₹5,000 = zero. This is an internal correction or redistribution, not a fresh contribution, withdrawal, income, or expense. Therefore, the correct choice is that total firm capital does not change.

Correct answer: A. Total partners claims may change

If total profit increases or decreases total partners claims may also change. Therefore it is adjusted in ratio.

Correct answer: A. Because the amount is only transferred among partners' accounts (one account debited, another credited)

Profit redistribution is recorded within partners' capital/current accounts — one partner's account is debited while another's is credited by the same amount. Because the transfer happens only between partners' accounts, the aggregate debits and credits remain equal. The closest distractor (B) may seem plausible because no new account is created, but that alone doesn't explain equality — it's the transfer between existing accounts (and double-entry recording) that ensures totals remain equal. Exam tip: identify whether a transaction is internal (between partners) or affects external accounts; internal redistributions do not change total debits vs. credits.

Correct answer: A. The correct effect and the amount already recorded

The governing concept of an adjustment table is comparison. Before calculating the final correction, the accountant must identify what the correct effect should have been and what effect has already been recorded in the books. These two amounts or effects are entered separately, and their difference gives the net adjustment to be posted. This sequence prevents an amount from being corrected twice or omitted. A bank branch and a customer’s name do not determine the accounting difference, while writing only shop rent is relevant only to one possible transaction and cannot be a universal first step. Therefore option A gives the complete and logically necessary information for beginning the table.

Correct answer: A. No

A partner with no net effect will not appear in final entry. Write only accounts having differences.

Correct answer: A. Adjustment entry

When old accounts are closed adjustment entry corrects the difference. It gives direct correction in partners accounts.

Correct answer: A. Match total debit and total credit

In the final journal entry or adjusted trial balance, total debits must equal total credits. Matching totals quickly reveals arithmetic mistakes, omitted entries or mis-postings, so it is the fastest general check. Re-adding every amount can help but is slower and may still miss paired omissions. Exam tip: always check that total debits = total credits before finalising; if unequal, first recheck recent adjustments and the affected ledger entries.

Correct answer: A. Correct share and share already distributed

The direct answer is option A: compare the correct share with the share already distributed. When profit has been divided in the wrong ratio, the first task is to find what each partner should have received under the correct ratio. The second task is to identify what each partner actually received. For every partner, calculate: correct share minus amount already distributed. A positive difference means that partner must receive more; a negative difference means that partner has received too much and must give back or be debited. This difference is the basis of the correction entry. Option A is correct. Option B, bank passbook and cash book, may help verify cash transactions but cannot determine the partners’ correct profit shares. Option C, quantity of purchases and sales, relates to business activity, not the agreed profit-sharing ratio. Option D, lists of customers and creditors, concern relationships and liabilities, not distribution of partnership profit. Memory cue: correction means correct amount compared with amount already given.