Partner's Loan Account

The agreement is the first authority for deciding whether interest should be allowed on a retiring partner’s loan. If it clearly states that no interest will be paid, adding ₹6300 as interest is an accounting error. The recorded interest has increased the amount payable to the partner and has also increased the interest expense. Rectification must remove both effects of this incorrect entry.

Thus, the loan liability must decrease by ₹6300 because the firm no longer owes that wrongly added amount. Interest expense must also decrease by ₹6300 because the expense was never allowable under the agreement. The correct choice is A. There is no basis for reducing bank, increasing capital, or increasing the loan liability. The no-interest condition must be applied before considering any other adjustment.

Final loan amount is found only after settling the capital account. Exam tip: understand the sequence from revaluation to loan.

Debit balance is not a firm liability and may be recoverable. Exam tip: only credit balance is treated as loan liability.

Interest is ₹1320 on ₹132000 for two months and ₹5000 on ₹100000 for ten months. Exam tip: add interest of separate periods.

A loan payable within twelve months is generally treated as current liability. Exam tip: read the maturity period of liability.

Amount due including interest was ₹214000 and after payment ₹124000 remains. Exam tip: use balance after payment for next interest.

Sacrificing ratio is used when partners give up portions of their future profit share, usually during admission or reconstitution. It shows how the gain or loss of profit sharing is distributed among partners. Interest on a loan is a financing calculation, not a distribution of profit sacrifice.

Loan interest is calculated from the loan amount, the agreed rate and the relevant time period, using the usual relationship \\(\text{Interest}=\text{Principal}\times\text{Rate}\times\text{Time}\\). Hence option A is correct. The other choices are false: sacrificing ratio is not always equal, loan interest is not always zero, and a partner’s loan account represents a liability, not an asset.

Omitting interest records both expense and liability lower. Exam tip: omitted interest has double effect.

Each instalment reduces liability, so it is debited to loan account. Exam tip: record instalments like payments.

The direct answer is A: ₹16,250. The total loan balance including interest is ₹306,250, while the original principal is ₹290,000. The added interest is found by subtracting principal from the total amount: ₹306,250 − ₹290,000 = ₹16,250. Option A is correct because it is the exact difference. Option B, ₹14,500, is an incorrect subtraction result. Option C, ₹30,625, is not obtained from the given figures and may result from placing digits incorrectly or using an unsupported rate. Option D, ₹596,250, adds the two amounts instead of finding the interest component. No interest rate or time period is needed because both total payable and principal are already supplied. Memory trick: total including interest = principal + interest, so interest = total − principal.

Simple interest for 2 years = ₹1,50,000 × 6 × 2 ÷ 100 = ₹18,000. Annual compound interest = ₹1,50,000[(1.06)^2 − 1] = ₹18,540. Therefore, the difference is ₹18,540 − ₹18,000 = ₹540. ₹18,000 is only the simple interest, not the difference. Exam tip: for two years of annual compounding, the difference from simple interest is the interest earned on the first year's interest.

Interest is credited but payment should be debited. Exam tip: distinguish increasing and reducing items.

Using ₹18000 on ₹240000 for nine months gives ten percent annual rate. Exam tip: convert time into years.

The account closes correctly only when interest and payments are fully recorded. Exam tip: check all items before zero balance.

Interest for different periods must be calculated separately because both the principal amount and the applicable rate may change. For the first eight months, interest on ₹120000 at 6% per year is \\(120000\\times6\\times\\frac{8}{100\\times12}=₹4800\\). After that, the remaining principal is ₹70000. Interest on ₹70000 at 4% per year for four months is \\(70000\\times4\\times\\frac{4}{100\\times12}=₹1400\\).

Adding the two amounts gives total interest of \\(₹4800+₹1400=₹6200\\). Therefore, option A is correct. A common mistake is to apply one rate to the whole amount for all twelve months, even though the question gives two different periods and rates. The time fraction must be expressed in months divided by twelve because the rates are annual rates.

The direct answer is A: deduct the machinery settlement from the amount due. First determine the total amount payable to the retiring partner, including any approved adjustments. If machinery is transferred to the partner as part payment, that transfer settles part of the liability immediately. Therefore, the remaining amount to be placed in or paid through the loan account equals total amount due minus the value of machinery given. Option A is correct because it prevents recording the same settlement twice. Option B is wrong because machinery is an asset used for settlement, not interest. Option C is wrong because giving machinery is not automatically profit; any gain or loss on disposal must be treated separately according to its book value and agreed value. Option D is wrong because the new profit-sharing ratio is irrelevant to settling this personal liability. Exam cue: asset given to a creditor is still payment, even when no cash leaves the bank.

Wrong debit and missed credit together create an effect of ₹19000. Exam tip: wrong-side errors have double effect.

Loan is a liability, so its lower balance understates total liabilities. Exam tip: omitted interest can cause this error.

Direct answer: Option B, ₹248400. First find the amount still unpaid after the immediate payment: ₹370000 − ₹140000 = ₹230000. The first-year interest is 8% of ₹230000, so interest is ₹230000 × 8/100 = ₹18400. Since no further payment is made, add this interest to the unpaid loan: ₹230000 + ₹18400 = ₹248400. Option B is correct. Option A, ₹230000, is only the principal balance after the immediate payment and ignores the interest. Option C, ₹399600, incorrectly adds interest to the original ₹370000 or otherwise fails to deduct the payment first. Option D, ₹18400, is only the interest amount, not the year-end loan balance. The safe sequence is: original amount, subtract payment, calculate interest on the remaining amount, then add interest. Memory cue: pay first, calculate interest second, add interest last.

Before interest payment, interest due should be recorded as expense and loan. Exam tip: match bank payment with related expense.

Loan interest goes to Profit and Loss Account as an expense. Exam tip: do not use ratios in every adjustment.

Loan account starts with final unpaid amount due and is then adjusted by interest and payments. Exam tip: do not reverse the sequence.

This account clearly shows the firm's liability toward the retiring partner. Exam tip: understand it as a final settlement liability account.