Partner's Loan Account

If the amount due is not paid immediately it is kept as a loan. Therefore retiring partner loan account is opened.

The amount due to the retiring partner is a liability of the firm. Hence it appears on the liabilities side of the balance sheet.

When the capital amount due is converted into loan the capital account is debited and loan account is credited. It becomes a liability of the firm.

Direct answer: option A. When interest becomes due on a retiring partner’s loan, interest is an expense for the firm and increases the amount payable to the partner. The accounting rule is: debit the expense and credit the person or liability receiving the benefit. Therefore the entry is Interest on Loan Account Dr. to Retiring Partner’s Loan Account. Option A correctly debits interest and credits the retiring partner’s loan. Option B debits the loan and credits bank, which records a payment, not interest becoming due. Option C debits bank and credits interest, which would suggest receiving money and income, the opposite situation. Option D concerns capital and cash and has no connection with loan interest. The supplied answer is correct. Exam cue: expenses are debited; the liability or partner’s account is credited when it increases.

When an installment is paid the liability of the firm decreases. Therefore retiring partner loan account is debited and bank account is credited.

The governing concept is separation of immediate settlement from deferred settlement. The retiring partner is owed ₹80,000 in total, but ₹30,000 is paid immediately and therefore does not remain outstanding. The amount transferred to the loan account is the unpaid balance: ₹80,000 − ₹30,000 = ₹50,000. This ₹50,000 becomes a liability to be paid later, so it is credited to the retiring partner’s loan account. Choosing ₹30,000 confuses the amount paid with the amount deferred; choosing ₹80,000 ignores the immediate payment; and ₹1,10,000 results from addition instead of subtraction. Hence, option A is correct.

The governing concept is simple interest on the outstanding partner’s loan for the specified period. The formula is: Interest = Principal × Rate × Time ÷ 100. Here, the principal is ₹60,000, the annual rate is 6 percent, and the time is one year. Substitution gives: ₹60,000 × 6 × 1 ÷ 100 = ₹3,600. Thus, ₹3,600 is the interest to be credited to the retiring partner’s loan account for the year, and option A is correct. The amount ₹3,000 does not follow from the stated rate, ₹6,000 would represent a 10 percent rate for one year, and ₹6,600 incorrectly combines the principal and interest while calling the result interest. The question asks only for interest, not the closing loan balance.

The governing concept is time-apportioned simple interest on the amount outstanding. Although the quoted rate is annual, the loan remains outstanding for only six months, so time must be taken as 6/12 year, or one-half year. Apply the formula: Interest = Principal × Rate × Time ÷ 100. Therefore, interest = ₹90,000 × 8 × 6 ÷ (100 × 12) = ₹3,600. Equivalently, annual interest is ₹7,200, and half of it for six months is ₹3,600. Hence, option A is correct. Option B applies the full annual interest for twelve months, option C does not correspond to the stated principal, rate, and period, and option D assumes an unsupported 10 percent annual rate. The calculation assumes no interim change in principal.

After retirement the partner capital entitlement may become a payable loan. The loan account is a liability of the firm.

The amount due to a deceased partner is payable to his executor. If unpaid it is kept in executor loan account.

The amount due in deceased partner capital account is transferred to executor loan. Therefore capital account is debited and executor loan account is credited.

The payment is deducted from the liability shown in the executor’s loan account. Therefore, remaining liability = ₹1,00,000 − ₹40,000 = ₹60,000. ₹40,000 is the amount paid, whereas ₹1,00,000 is the original liability. Exam tip: whenever a liability is partly settled, subtract the payment from the original amount due.

For loan advanced by a partner to the firm the general rule is 6 percent per annum. In exams use this when no agreement is given.

Interest on a retiring partner’s loan is governed by the treatment of loan interest as a charge against profit. The partner is acting as a lender for the unpaid amount, so the firm incurs an expense for using that money. This expense is recorded in the Profit and Loss Account before the divisible profit is determined. Therefore, option A is correct: it is payable before profit appropriation. Option B is incorrect because appropriation distributes an already calculated profit, such as salary, commission or interest on capital under the relevant arrangement. It is not a purchase of goods, so option C is unrelated. It is also not a drawing by the partner, making option D incorrect.

The amount payable to a retiring partner, if not paid immediately, is transferred to the partner’s loan account. The account is closed when the entire principal amount of the loan and the interest due on it have been paid, leaving no balance. Admission of a new partner or an increase in sales does not close this account. Exam tip: Remember that repayment, not a change in the partnership or business activity, closes the loan account.

The direct answer is A. After retirement, the amount finally due may include the partner’s capital, current account balance, share of reserves, revaluation result, goodwill, and other adjustments. If the firm does not pay the entire amount immediately, the unpaid amount is transferred to the retiring partner’s loan account. It then becomes a liability payable by the firm, often with interest according to the agreement. Option A is correct because a loan account is used when immediate full settlement is not made. Option B is wrong because becoming a new partner is unrelated to retirement settlement. Option C is wrong because the firm still has a liability when money is due; absence of liability is the opposite situation. Option D is wrong because the firm’s earning or not earning profit does not decide whether an unpaid amount becomes a loan. The key sequence is: calculate final amount due, pay immediately if possible, and transfer the unpaid balance to the loan account. Memory cue: unpaid retirement amount becomes a firm liability in the retiring partner’s loan account.

The total amount due to the retiring partner is ₹1,25,000, out of which ₹25,000 has been paid in cash. Therefore, the balance credited to the loan account is ₹1,25,000 − ₹25,000 = ₹1,00,000. Option C represents the total amount due, not the amount remaining after cash payment. Exam tip: subtract the cash paid from the partner’s final amount due to find the loan account credit.

Interest on the loan = ₹1,20,000 × 5/100 = ₹6,000. Therefore, the loan balance before payment becomes ₹1,20,000 + ₹6,000 = ₹1,26,000. After paying ₹50,000, the remaining balance is ₹1,26,000 − ₹50,000 = ₹76,000. Hence, option A is correct. Option D is the balance after adding interest but before making the payment. Exam tip: Add the interest to the loan balance first, and then subtract the payment.

Four months is ( \frac{4}{12} ) year. Interest is (50000 \times \frac{6}{100} \times \frac{4}{12}=1000).

The amount due to a partner on retirement is credited to the partner’s loan account. Therefore, a credit balance shows that the firm owes money to the retiring partner, making it a liability of the firm. It is not an asset of the firm or the partner’s drawings. Exam tip: A liability account normally has a credit balance.

When the loan installment is paid through the bank, the bank balance decreases. Since the Bank Account is an asset account, a decrease in an asset is recorded on the credit side; therefore, the Bank Account is credited. Option B is incorrect because debiting the Bank Account indicates an increase in the bank balance. Exam tip: Increase in an asset is debited, while decrease in an asset is credited.

Interest on a retiring partner’s loan is a financing expense incurred by the firm for using the unpaid amount. It is not a distribution of goodwill, reserve, or the partner’s personal drawings. In the books, the interest is credited to the retiring partner’s loan account because the firm owes that interest, and the corresponding expense is transferred to the Profit and Loss Account.

Thus, when the question asks where the interest may ultimately be transferred, the correct account is the Profit and Loss Account. Goodwill is used for goodwill adjustments, general reserve represents accumulated profits, and drawings record withdrawals by partners. Therefore option A is correct.

The governing concept is the liability status of an amount owed by the firm. Once a partner retires, the amount due to that person is no longer part of the continuing partner’s capital in the ordinary sense; when it is not paid immediately, it is transferred to a retiring partner’s loan account. The retired partner then has a creditor’s claim against the firm, similar to a bank or other outside lender. Therefore, option A is correct: both balances are liabilities of the firm. They are not assets because they do not represent resources controlled by the firm. They are not sales, and they are not drawings, which are withdrawals made by a partner.

After retirement he no longer shares profits and losses. The unpaid amount remains as loan liability of the firm.

Crediting interest increases the amount payable through the loan account: ₹70,000 + ₹7,000 = ₹77,000. After paying ₹30,000, the closing balance is ₹77,000 − ₹30,000 = ₹47,000. The amount ₹40,000 ignores the interest credited. Exam tip: add interest credited to the loan balance and subtract payments made.