CUET UG Accountancy Booster Test 2 Settlement & Loan Account
π Answers are locked once submitted β results and explanations appear at the end.
QUESTION 1 OF 20
A retiring partner is owed Rs. 50,000 Capital, Rs. 10,000 Revaluation Profit, and Rs. 15,000 Goodwill. If a lump sum payment is made to fully settle the account, how much cash is paid?
QUESTION 2 OF 20
Match the concepts relating to instalment payments:
| List 1 | List 2 |
|---|---|
| 1. Equal yearly instalments including interest | a. Requires annuity table for calculation |
| 2. Equal yearly principal instalments plus interest | b. Interest decreases but principal paid is constant |
| 3. Half-yearly instalments | c. Interest is calculated for 6 months |
| 4. Unpaid balance | d. Decreases with every payment |
QUESTION 3 OF 20
Assertion (A): The outgoing partner can claim interest at 6% p.a. on the unpaid balance under Section 37.
Reason (R): The remaining partners are using the outgoing partner's capital to run the reconstituted firm.
QUESTION 4 OF 20
If an outgoing partner opts for a profit share instead of 6% interest on a retained balance of Rs. 50,000, and the total firm capital including his balance is Rs. 2,00,000 with a profit of Rs. 40,000, what is his proportionate profit share?
QUESTION 5 OF 20
When a retiring partner is paid off entirely in cash, which account completely closes without creating any new liability?
QUESTION 6 OF 20
If the firm takes a bank overdraft to settle a retiring partner's claim of Rs. 80,000 immediately, the accounting equation effect is:
QUESTION 7 OF 20
The transfer of a retiring partner's final dues to a loan account signifies:
QUESTION 8 OF 20
Identify the correct statements concerning liability recognition:
1. The retiring partner becomes a creditor.
2. The loan is an internal reserve.
3. The loan appears on the asset side.
4. It earns a mandatory return or interest.
QUESTION 9 OF 20
Arrange the sequence for a partial payment settlement:
1. Transfer remaining balance to Retiring Partner's Loan A/c.
2. Ascertain total amount due in Capital A/c.
3. Pay agreed cash/bank amount.
QUESTION 10 OF 20
If a partner retires mid-year, the balance transferred to the loan account will include:
QUESTION 11 OF 20
The journal entry 'Interest A/c Dr. to Retiring Partner's Loan A/c' is based on the accounting principle that:
QUESTION 12 OF 20
An initial loan of Rs. 60,000 is settled in 3 equal yearly instalments of Rs. 20,000 plus 12% interest on the outstanding balance. What is the total loan balance immediately after the first year's interest is added (before the payment)?
QUESTION 13 OF 20
Assertion (A): When calculating equal yearly instalments including interest (annuity method), the principal repayment portion increases each year.
Reason (R): As the outstanding balance decreases, the interest component drops, leaving a larger portion of the fixed instalment for principal repayment.
QUESTION 14 OF 20
Consider the calculation of interest on a retiring partner's loan. Which statements are valid?
1. Interest is calculated on the original loan amount every year.
2. Interest is calculated on the unpaid balance at the beginning of the year.
3. Paid interest decreases the firm's net profit.
QUESTION 15 OF 20
In a retiring partner's loan ledger, the debit side reflects:
QUESTION 16 OF 20
Match the Ledger Posting in the Retiring Partner's Loan A/c.
| List 1 | List 2 |
|---|---|
| 1. By Retiring Partner's Capital A/c | a. Original principal transferred |
| 2. By Interest A/c | b. Yearly interest added |
| 3. To Cash/Bank A/c | c. Instalment paid |
| 4. To Balance c/d | d. Closing outstanding balance |
QUESTION 17 OF 20
Until the final closure of the loan account, the outstanding balance on the liability side of the Balance Sheet signifies:
QUESTION 18 OF 20
Sequence the steps to find the closing outstanding balance of the loan account for the year:
1. Deduct the instalment paid.
2. Note the opening balance.
3. Add the calculated interest.
QUESTION 19 OF 20
QUESTION 20 OF 20
Test Complete!
Answer Review
1 A retiring partner is owed Rs. 50,000 Capital, Rs. 10,000 Revaluation Profit, and Rs. 15,000 Goodwill. If a lump sum payment is made to fully settle the account, how much cash is paid?
All dues added together. Lump sum means full immediate payment. Entire claim settled at once.
Calculation: [50000+10000+15000=75000] 50000+10000+15000=75000 Hence, Option C is correct.
- Option A β Only capital considered.
- Option B β Goodwill omitted.
- Option D β Revaluation ignored partially.
Used
- Total Claim Calculation
Application:
- οΏ½οΏ½ Add all components payable.
Final Logic:
- οΏ½οΏ½ Full settlement equals total dues.
- "Capital + Profit + Goodwill"
2 Match the concepts relating to instalment payments:
| List 1 | List 2 |
|---|---|
| 1. Equal yearly instalments including interest | a. Requires annuity table for calculation |
| 2. Equal yearly principal instalments plus interest | b. Interest decreases but principal paid is constant |
| 3. Half-yearly instalments | c. Interest is calculated for 6 months |
| 4. Unpaid balance | d. Decreases with every payment |
Equal instalments need annuity tables. Constant principal reduces interest gradually. Unpaid balance keeps reducing.
Correct matching: Equal Instalments β Annuity Table Equal Principal β Constant Principal Half-Yearly β 6 Months Interest Unpaid Balance β Reduces after payment Hence, Option D is correct.
- Option A β Annuity incorrectly matched.
- Option B β Unpaid balance mismatch.
- Option C β Multiple incorrect pairings.
Used
- Matching Logic
Application:
- οΏ½οΏ½ Match instalment concepts carefully.
Final Logic:
- οΏ½οΏ½ Option D fully correct.
- "Annuity = Equal Instalment"
3 Assertion (A): The outgoing partner can claim interest at 6% p.a. on the unpaid balance under Section 37.
Reason (R): The remaining partners are using the outgoing partner's capital to run the reconstituted firm.
Unpaid amount remains with firm. Firm continues using funds. Law allows 6% interest.
Section 37 protects the outgoing partner whose retained balance continues to finance business operations. Hence, Option A is correct.
- Option B β Reason directly explains.
- Option C β Reason also true.
- Option D β Assertion true.
Used
- AssertionβReason Analysis
Application:
- οΏ½οΏ½ Connect retained capital with compensation.
Final Logic:
- οΏ½οΏ½ Continued use of funds justifies interest.
- "Retained Funds Earn Interest"
4 If an outgoing partner opts for a profit share instead of 6% interest on a retained balance of Rs. 50,000, and the total firm capital including his balance is Rs. 2,00,000 with a profit of Rs. 40,000, what is his proportionate profit share?
Profit share proportional to retained capital. Compare retained balance with total capital. Apply ratio to profit.
Calculation: (50000 / 200000) Γ 40000 = 10000 Hence, Option B is correct.
- Option A β Half calculation.
- Option C β Excess share.
- Option D β Incorrect proportion.
Used
- Profit Share Ratio Calculation
Application:
- οΏ½οΏ½ Retained Capital Γ· Total Capital Γ Profit.
Final Logic:
- οΏ½οΏ½ Share in profit = Rs. 10,000.
- "Capital Ratio Γ Profit"
5 When a retiring partner is paid off entirely in cash, which account completely closes without creating any new liability?
Full payment settles all dues. No loan account created. Capital account closes fully.
Immediate cash settlement closes the retiring partner's capital account completely. Hence, Option C is correct.
- Option A β Suspense unrelated.
- Option B β Cash reduces but not closed.
- Option D β Reserve unrelated.
Used
- Account Closure Logic
Application:
- οΏ½οΏ½ Identify account fully settled.
Final Logic:
- οΏ½οΏ½ No outstanding liability remains.
- "Full Cash = Capital Closed"
6 If the firm takes a bank overdraft to settle a retiring partner's claim of Rs. 80,000 immediately, the accounting equation effect is:
Bank overdraft creates liability. Retiring partner's capital removed. Capital decreases accordingly.
Settlement through overdraft: Liability increases due to overdraft. Partner's capital liability settled. Hence, Option D is correct.
- Option A β Assets do not increase.
- Option B β Liability actually increases.
- Option C β Capital decreases, not increases.
Used
- Accounting Equation Analysis
Application:
- οΏ½οΏ½ Observe impact on liabilities and capital.
Final Logic:
- οΏ½οΏ½ Overdraft raises liabilities.
- "Overdraft = Liability Increase"
7 The transfer of a retiring partner's final dues to a loan account signifies:
Retired partner no longer owner. Firm now owes debt externally. Equity becomes liability.
After retirement, the unpaid amount is treated as a creditor's loan. Hence, Option A is correct.
- Option B β Hidden goodwill unrelated.
- Option C β Retirement β dissolution.
- Option D β Revaluation unrelated.
Used
- Conceptual Understanding
Application:
- οΏ½οΏ½ Identify nature of loan conversion.
Final Logic:
- οΏ½οΏ½ Ownership converts into debt.
- "Retired Partner = Creditor"
8 Identify the correct statements concerning liability recognition:
1. The retiring partner becomes a creditor.
2. The loan is an internal reserve.
3. The loan appears on the asset side.
4. It earns a mandatory return or interest.
Retiring partner treated as creditor. Loan earns interest. Loan shown as liability.
The unpaid amount becomes an external liability carrying interest. Hence, Option B is correct.
- Option A β Loan not reserve.
- Option C β Asset side incorrect.
- Option D β Statement 3 false.
Used
- Statement Verification
Application:
- οΏ½οΏ½ Check liability characteristics.
Final Logic:
- οΏ½οΏ½ Only statements 1 and 4 correct.
- "Loan = Liability + Interest"
9 Arrange the sequence for a partial payment settlement:
1. Transfer remaining balance to Retiring Partner's Loan A/c.
2. Ascertain total amount due in Capital A/c.
3. Pay agreed cash/bank amount.
Total dues identified first. Cash payment made next. Remaining balance becomes loan.
Correct order: Determine total dues Pay cash amount Transfer unpaid balance to loan Hence, Option D is correct.
- Option A β Loan transfer too early.
- Option B β Amount due must first be known.
- Option C β Cash payment should precede loan transfer.
Used
- Sequential Settlement Logic
Application:
- οΏ½οΏ½ Arrange settlement process correctly.
Final Logic:
- οΏ½οΏ½ Cash payment before loan conversion.
- "Find β Pay β Transfer"
10 If a partner retires mid-year, the balance transferred to the loan account will include:
Final settlement requires all adjustments. Revaluation and reserves included. Interim profit also added.
The loan balance reflects the final adjusted amount due to the retiring partner. Hence, Option C is correct.
- Option A β Adjustments ignored.
- Option B β Incomplete treatment.
- Option D β Only one component considered.
Used
- Final Claim Determination
Application:
- οΏ½οΏ½ Include all retirement adjustments.
Final Logic:
- οΏ½οΏ½ Loan reflects complete settlement value.
- "Adjusted Capital Becomes Loan"
11 The journal entry 'Interest A/c Dr. to Retiring Partner's Loan A/c' is based on the accounting principle that:
Interest is business expense. Liability toward retiring partner increases. Loan account credited accordingly.
Entry: Interest A/c Dr. To Retiring Partner's Loan A/c Interest expense increases the amount payable. Hence, Option B is correct.
- Option A β Interest not an asset.
- Option C β Claim actually increases.
- Option D β Cash payment not immediate.
Used
- Journal Entry Logic
Application:
- οΏ½οΏ½ Expense debit and liability credit.
Final Logic:
- οΏ½οΏ½ Interest increases firm obligation.
- "Interest Expense = Loan Increase"
12 An initial loan of Rs. 60,000 is settled in 3 equal yearly instalments of Rs. 20,000 plus 12% interest on the outstanding balance. What is the total loan balance immediately after the first year's interest is added (before the payment)?
Interest calculated on opening loan. Interest added before payment. Outstanding temporarily increases.
Interest: 60000 Γ 12% = 7200 Balance before payment: 60000 + 7200 = 67200 Hence, Option A is correct.
- Option B β Interest ignored.
- Option C β Payment already deducted.
- Option D β Incorrect interest computation.
Used
- Loan Balance Calculation
Application:
- οΏ½οΏ½ Opening Loan + Interest.
Final Logic:
- οΏ½οΏ½ Balance before instalment = Rs. 67,200.
- "Add Interest Before Payment"
13 Assertion (A): When calculating equal yearly instalments including interest (annuity method), the principal repayment portion increases each year.
Reason (R): As the outstanding balance decreases, the interest component drops, leaving a larger portion of the fixed instalment for principal repayment.
Fixed instalment remains same. Interest portion gradually falls. Principal portion therefore rises.
Under annuity method: Outstanding balance decreases yearly. Interest declines accordingly. Remaining instalment amount repays more principal. Hence, Option D is correct.
- Option A β Reason true.
- Option B β Assertion also true.
- Option C β Reason directly explains.
Used
- AssertionβReason Analysis
Application:
- οΏ½οΏ½ Analyze annuity repayment structure.
Final Logic:
- οΏ½οΏ½ Lower interest means higher principal repayment.
- "Interest Falls, Principal Rises"
14 Consider the calculation of interest on a retiring partner's loan. Which statements are valid?
1. Interest is calculated on the original loan amount every year.
2. Interest is calculated on the unpaid balance at the beginning of the year.
3. Paid interest decreases the firm's net profit.
Interest based on unpaid balance. Interest is business expense. Net profit decreases.
Interest is computed on the outstanding balance, not always on original loan. Hence, statements 2 and 3 are correct.
- Option A β Statement 1 incorrect.
- Option C β Interest not on original amount always.
- Option D β Statement 1 false.
Used
- Statement Verification
Application:
- οΏ½οΏ½ Analyze loan interest principles.
Final Logic:
- οΏ½οΏ½ Outstanding balance basis used.
- "Interest on Balance, Not Original"
15 In a retiring partner's loan ledger, the debit side reflects:
Debit side records payments. Liability reduces through settlement. Obligation gradually discharged.
Payments made toward the loan are entered on the debit side. Hence, Option C is correct.
- Option A β Liability increase shown credit side.
- Option B β Interest credited.
- Option D β Profits unrelated.
Used
- Ledger Interpretation
Application:
- οΏ½οΏ½ Identify meaning of debit side.
Final Logic:
- οΏ½οΏ½ Debit side reduces liability.
- "Debit Side = Payments"
16 Match the Ledger Posting in the Retiring Partner's Loan A/c.
| List 1 | List 2 |
|---|---|
| 1. By Retiring Partner's Capital A/c | a. Original principal transferred |
| 2. By Interest A/c | b. Yearly interest added |
| 3. To Cash/Bank A/c | c. Instalment paid |
| 4. To Balance c/d | d. Closing outstanding balance |
Capital transfer creates loan. Interest increases balance. Cash payment reduces liability.
Correct matching: Capital A/c β Original Principal Interest A/c β Interest Added Cash/Bank β Instalment Paid Balance c/d β Outstanding Balance Hence, Option A is correct.
- Option B β Principal incorrectly matched.
- Option C β Multiple mismatches.
- Option D β Interest incorrectly paired.
Used
- Matching Logic
Application:
- οΏ½οΏ½ Match ledger entries with meanings.
Final Logic:
- οΏ½οΏ½ Option A fully correct.
- "Capital Creates Loan"
17 Until the final closure of the loan account, the outstanding balance on the liability side of the Balance Sheet signifies:
Retired partner becomes creditor. Outstanding amount remains payable. Treated as external liability.
The unpaid balance is shown as a liability until fully repaid. Hence, Option B is correct.
- Option A β Not continuing capital.
- Option C β Liability not fictitious.
- Option D β Liability already recorded.
Used
- Balance Sheet Interpretation
Application:
- οΏ½οΏ½ Identify nature of outstanding balance.
Final Logic:
- οΏ½οΏ½ Loan balance represents debt.
- "Outstanding Loan = Liability"
18 Sequence the steps to find the closing outstanding balance of the loan account for the year:
1. Deduct the instalment paid.
2. Note the opening balance.
3. Add the calculated interest.
Opening balance considered first. Interest added next. Payment deducted finally.
Correct sequence: Opening Balance Add Interest Less Instalment Paid Hence, Option D is correct.
- Option A β Payment cannot come first.
- Option B β Opening balance omitted initially.
- Option C β Interest must precede payment deduction.
Used
- Sequential Loan Logic
Application:
- οΏ½οΏ½ Arrange closing balance steps.
Final Logic:
- οΏ½οΏ½ Interest added before repayment deduction.
- "Open β Add β Deduct"
19
Annuity method uses equal instalments. Instalments include interest and principal. Payment amount remains fixed.
Annuity tables calculate equal yearly payments covering both loan principal and interest. Hence, Option C is correct.
- Option A β Interest included also.
- Option B β Instalments remain fixed.
- Option D β Not lump sum method.
Used
- Passage Interpretation
Application:
- οΏ½οΏ½ Understand annuity method meaning.
Final Logic:
- οΏ½οΏ½ Equal instalments throughout period.
- "Annuity = Equal Instalments"
20
Final payment clears balance fully. Interest also included. Loan account becomes zero.
The last instalment settles both outstanding principal and final year's interest. Hence, Option A is correct.
- Option B β Interest not waived.
- Option C β No write-off mentioned.
- Option D β Capital account not reopened.
Used
- Passage-Based Analysis
Application:
- οΏ½οΏ½ Identify reason for account closure.
Final Logic:
- οΏ½οΏ½ Final instalment balances account completely.
- "Final Instalment Closes Loan"
