CUET UG Accountancy Booster Test 2 Profit Sharing & Gaining Ratio
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QUESTION 1 OF 20
What fundamentally implies that a continuing partner has gained a share of profit upon reconstitution?
QUESTION 2 OF 20
Evaluate the following statements regarding the foundation of profit sharing changes:
1. The base for normal calculations defaults strictly to the old profit sharing agreement unless explicitly altered.
2. On the retirement of a partner, the existing partnership deed comes to an end and a new deed needs to be framed.
QUESTION 3 OF 20
Assertion (A): Continuing partners will always experience a mathematical gain upon the retirement of a partner.
Reason (R): The retired partner's share is compulsorily distributed among all remaining partners in equal proportions.
QUESTION 4 OF 20
To logically resolve complex new ratio scenarios where partial surrenders happen, arrange the steps:
1. Extract the old fractional shares of all partners.
2. Identify the specific surrender proportions declared by the retiring partner.
3. Calculate the individual fractional acquisitions for the gaining partners.
4. Add these acquisitions to the old shares to compute final new shares.
QUESTION 5 OF 20
Match the unique scenarios with their correct outcomes:
| List 1 | List 2 |
|---|---|
| 1. Hidden Goodwill | a. Excess payout over adjusted due capital |
| 2. Gaining Ratio Default | b. Remaining partners share in old relative ratio |
| 3. Sacrifice by a continuing partner | c. Continuing partner's capital account is credited |
| 4. New Ratio Default | d. Same as the old ratio among remaining partners |
QUESTION 6 OF 20
Deepa, Neeru, and Shilpa were sharing profits in 5:3:2. Neeru retires. The new profit sharing ratio between Deepa and Shilpa is explicitly decided as 2:3. What is Deepa's gaining or sacrificing share?
QUESTION 7 OF 20
Continuing the above scenario (Deepa sacrifices 1/10, Neeru retires with 3/10, Shilpa gains 4/10). If the firm's total goodwill is valued at Rs. 1,20,000, what amounts will Shilpa have to compensate to the others?
QUESTION 8 OF 20
Which formula best determines the value of a retiring partner's "Hidden Goodwill"?
QUESTION 9 OF 20
The core conceptual definition of the gaining ratio is inextricably linked to:
QUESTION 10 OF 20
When is the gaining ratio explicitly mandated to be calculated rather than simply inferred?
QUESTION 11 OF 20
Evaluate the statements on goodwill and ratios:
Statement 1: If the new ratio is the same relative ratio as the old ratio, no separate computation for the gaining ratio is needed to adjust goodwill.
Statement 2: Existing goodwill appearing in the balance sheet is written off by debiting gaining partners in their gaining ratio.
QUESTION 12 OF 20
Assertion (A): When a continuing partner sacrifices a portion of their share upon reconstitution, their capital account must be credited.
Reason (R): The sacrificing continuing partner is giving up a portion of their future profit share and must be proportionately compensated for the firm's goodwill.
QUESTION 13 OF 20
If a retiring partner surrenders a specific fraction 'x' of their share to a continuing partner, the acquired share for that continuing partner is formulated as:
QUESTION 14 OF 20
Arrange the steps to process the capital adjustment when one continuing partner sacrifices and the other gains:
1. Determine the firm's total goodwill.
2. Calculate the retiring partner's share and the sacrificing partner's share of goodwill.
3. Combine both compensation amounts.
4. Debit the sole gaining partner's capital account for the combined total.
QUESTION 15 OF 20
Match the scenarios with the resulting actions or rules:
| List 1 | List 2 |
|---|---|
| 1. No info on acquisition ratio | a. Old relative ratio continues |
| 2. Specific new ratio provided | b. Explicitly calculate gaining ratio (New − Old) |
| 3. Lump sum settlement exceeds capital | c. Identify hidden goodwill |
| 4. Unrecorded asset discovered | d. Credit Revaluation Account |
QUESTION 16 OF 20
P, Q, and R share profits in 3:2:1. R retires. The balance in R's capital account after adjusting reserves and revaluation is Rs. 60,000. P and Q agree to pay him Rs. 75,000 in full settlement. What is the total goodwill of the entire firm implied by this payout?
QUESTION 17 OF 20
Using the data from the previous question (R's hidden goodwill share is Rs. 15,000, firm goodwill is Rs. 90,000). Assuming P and Q do not change their relative profit sharing ratio, by what amount will P's capital account be debited to compensate R?
QUESTION 18 OF 20
When calculating adjustments for revaluation of assets on the event of retirement, the net profit or loss generated from the Revaluation Account is shared among:
QUESTION 19 OF 20
QUESTION 20 OF 20
Test Complete!
Answer Review
1 What fundamentally implies that a continuing partner has gained a share of profit upon reconstitution?
Gain relates to profit share increase. New share exceeds old share. Mathematical comparison determines gain.
A partner gains only when their future profit-sharing proportion becomes greater than before. Hence, Option C is correct.
- Option A → Capital increase does not define gain.
- Option B → Cash receipt unrelated.
- Option D → Liabilities do not determine gain.
Used
- Conceptual Understanding
Application:
- �� Compare old and new shares.
Final Logic:
- �� Gain means higher future share.
- "New Share Greater = Gain"
2 Evaluate the following statements regarding the foundation of profit sharing changes:
1. The base for normal calculations defaults strictly to the old profit sharing agreement unless explicitly altered.
2. On the retirement of a partner, the existing partnership deed comes to an end and a new deed needs to be framed.
Old ratio remains default basis. Retirement causes reconstitution. New agreement becomes necessary.
Retirement ends the old partnership agreement and requires a new arrangement among continuing partners. Hence, Option A is correct.
- Option B → Statement 2 also true.
- Option C → Statement 1 also true.
- Option D → Both statements valid.
Used
- Statement Verification
Application:
- �� Check legal and accounting concepts.
Final Logic:
- �� Both statements correct.
- "Retirement = Reconstitution"
3 Assertion (A): Continuing partners will always experience a mathematical gain upon the retirement of a partner.
Reason (R): The retired partner's share is compulsorily distributed among all remaining partners in equal proportions.
Partners may sacrifice also. Share distribution need not be equal. Both statements incorrect.
A continuing partner may gain, sacrifice, or remain unchanged depending on the new ratio. Hence, Option D is correct.
- Option A → Assertion false.
- Option B → Both not true.
- Option C → Assertion also false.
Used
- Assertion–Reason Analysis
Application:
- �� Verify assumptions carefully.
Final Logic:
- �� Retirement does not guarantee equal gain.
- "Not Every Partner Gains"
4 To logically resolve complex new ratio scenarios where partial surrenders happen, arrange the steps:
1. Extract the old fractional shares of all partners.
2. Identify the specific surrender proportions declared by the retiring partner.
3. Calculate the individual fractional acquisitions for the gaining partners.
4. Add these acquisitions to the old shares to compute final new shares.
Old shares identified first. Surrender proportions analyzed next. Final shares computed afterward.
Correct sequence: Identify old shares Determine surrender Compute acquisitions Calculate new shares Hence, Option B is correct.
- Option A → Old shares should come first.
- Option C → Acquisitions require surrender details first.
- Option D → Reverse order incorrect.
Used
- Sequential Ratio Logic
Application:
- �� Arrange ratio calculation steps.
Final Logic:
- �� Proper order ensures accurate new ratio.
- "Old → Surrender → Gain → New"
5 Match the unique scenarios with their correct outcomes:
| List 1 | List 2 |
|---|---|
| 1. Hidden Goodwill | a. Excess payout over adjusted due capital |
| 2. Gaining Ratio Default | b. Remaining partners share in old relative ratio |
| 3. Sacrifice by a continuing partner | c. Continuing partner's capital account is credited |
| 4. New Ratio Default | d. Same as the old ratio among remaining partners |
Hidden goodwill means excess payment. Sacrifice requires compensation credit. Default ratio follows old ratio.
Correct matching: Hidden Goodwill → Excess payout Gaining Ratio Default → Old ratio Sacrifice → Capital credited New Ratio Default → Remaining partners continue old relative ratio Hence, Option A is correct.
- Option B → Incorrect sacrifice mapping.
- Option C → Hidden goodwill mismatch.
- Option D → Multiple incorrect pairings.
Used
- Matching Logic
Application:
- �� Match concepts with outcomes.
Final Logic:
- �� Option A fully correct.
- "Excess = Hidden Goodwill"
6 Deepa, Neeru, and Shilpa were sharing profits in 5:3:2. Neeru retires. The new profit sharing ratio between Deepa and Shilpa is explicitly decided as 2:3. What is Deepa's gaining or sacrificing share?
Deepa's new share decreases. Difference becomes sacrifice. Negative change indicates sacrifice.
Deepa's Old Share: 5/10 New Share: 2/5 = 4/10 Sacrifice: 4/10 − 5/10 = −1/10 Hence, Option C is correct.
- Option A → Result not positive.
- Option B → Wrong amount.
- Option D → Incorrect sacrifice calculation.
Used
- Gain/Sacrifice Calculation
Application:
- �� New Share − Old Share.
Final Logic:
- �� Negative result means sacrifice.
- "Negative Difference = Sacrifice"
7 Continuing the above scenario (Deepa sacrifices 1/10, Neeru retires with 3/10, Shilpa gains 4/10). If the firm's total goodwill is valued at Rs. 1,20,000, what amounts will Shilpa have to compensate to the others?
Retiring partner receives goodwill share. Sacrificing partner compensated separately. Gaining partner bears total burden.
Neeru's Share: 120000 × 3/10 = 36000 Deepa's Sacrifice: 120000 × 1/10 = 12000 Hence, Option B is correct.
- Option A → Amounts reversed.
- Option C → Deepa ignored.
- Option D → Incorrect equal allocation.
Used
- Goodwill Compensation Calculation
Application:
- �� Goodwill × Share/Sacrifice.
Final Logic:
- �� Gaining partner compensates both.
- "Gainer Pays Others"
8 Which formula best determines the value of a retiring partner's "Hidden Goodwill"?
Excess payment indicates goodwill. Hidden goodwill inferred indirectly. Difference formula applied.
Hidden goodwill equals excess settlement above adjusted capital balance. Hence, Option D is correct.
- Option A → Not hidden goodwill formula.
- Option B → Net assets formula.
- Option C → Gain calculation only.
Used
- Formula Recognition
Application:
- �� Identify hidden goodwill method.
Final Logic:
- �� Excess settlement reveals goodwill.
- "Extra Payment = Hidden Goodwill"
9 The core conceptual definition of the gaining ratio is inextricably linked to:
Gainers compensate outgoing partner. Compensation depends on gain. Ratio determines burden sharing.
Gaining ratio helps determine goodwill compensation among continuing partners. Hence, Option C is correct.
- Option A → Capital unrelated.
- Option B → Dissolution unrelated.
- Option D → Asset depreciation unrelated.
Used
- Conceptual Understanding
Application:
- �� Identify practical use of gaining ratio.
Final Logic:
- �� Gainers bear goodwill adjustment.
- "Gaining Ratio = Goodwill Sharing"
10 When is the gaining ratio explicitly mandated to be calculated rather than simply inferred?
Ratio changes require computation. Old proportion no longer applicable. Gain must be calculated separately.
Whenever the new ratio changes from the old relative ratio, gaining ratio must be computed. Hence, Option B is correct.
- Option A → Dissolution not relevant.
- Option C → Death alone not sufficient.
- Option D → Profits/losses unrelated.
Used
- Rule Identification
Application:
- �� Determine when explicit calculation needed.
Final Logic:
- �� Changed ratios require gaining ratio computation.
- "Changed Ratio = Calculate Gain"
11 Evaluate the statements on goodwill and ratios:
Statement 1: If the new ratio is the same relative ratio as the old ratio, no separate computation for the gaining ratio is needed to adjust goodwill.
Statement 2: Existing goodwill appearing in the balance sheet is written off by debiting gaining partners in their gaining ratio.
Same ratio needs no fresh gain calculation. Existing goodwill written off in old ratio. Statement 2 incorrect.
Existing goodwill appearing in the books is written off among all old partners in their old ratio, not in gaining ratio. Hence, Option D is correct.
- Option A → Statement 2 false.
- Option B → Statement 1 true.
- Option C → Statement 1 not false.
Used
- Statement Verification
Application:
- �� Check goodwill treatment carefully.
Final Logic:
- �� Only Statement 1 correct.
- "Old Goodwill = Old Ratio"
12 Assertion (A): When a continuing partner sacrifices a portion of their share upon reconstitution, their capital account must be credited.
Reason (R): The sacrificing continuing partner is giving up a portion of their future profit share and must be proportionately compensated for the firm's goodwill.
Sacrificing partner loses future share. Compensation therefore necessary. Capital account credited accordingly.
A sacrificing partner gives up future profit entitlement and must be compensated through goodwill adjustment. Hence, Option A is correct.
- Option B → Reason directly explains.
- Option C → Reason true.
- Option D → Both statements true.
Used
- Assertion–Reason Analysis
Application:
- �� Connect sacrifice with compensation.
Final Logic:
- �� Sacrifice requires goodwill credit.
- "Sacrifice Means Compensation"
13 If a retiring partner surrenders a specific fraction 'x' of their share to a continuing partner, the acquired share for that continuing partner is formulated as:
Continuing partner acquires surrendered portion. Portion based on retiring share. Fraction multiplication applied.
Acquired share is calculated from the retiring partner's share using the agreed acquisition fraction. Hence, Option B is correct.
- Option A → Total profit irrelevant.
- Option C → Old share not acquisition basis.
- Option D → Division incorrect.
Used
- Formula Recognition
Application:
- �� Apply share acquisition logic.
Final Logic:
- �� Retiring share × acquisition fraction.
- "Acquired Share Comes from Retiring Share"
14 Arrange the steps to process the capital adjustment when one continuing partner sacrifices and the other gains:
1. Determine the firm's total goodwill.
2. Calculate the retiring partner's share and the sacrificing partner's share of goodwill.
3. Combine both compensation amounts.
4. Debit the sole gaining partner's capital account for the combined total.
Goodwill valued first. Individual shares computed next. Combined burden debited finally.
Correct order: Determine goodwill Compute shares Combine amounts Debit gaining partner Hence, Option D is correct.
- Option A → Goodwill value required first.
- Option B → Combination impossible before calculation.
- Option C → Reverse order incorrect.
Used
- Sequential Adjustment Logic
Application:
- �� Arrange goodwill adjustment process.
Final Logic:
- �� Computation precedes accounting entry.
- "Value → Calculate → Combine → Debit"
15 Match the scenarios with the resulting actions or rules:
| List 1 | List 2 |
|---|---|
| 1. No info on acquisition ratio | a. Old relative ratio continues |
| 2. Specific new ratio provided | b. Explicitly calculate gaining ratio (New − Old) |
| 3. Lump sum settlement exceeds capital | c. Identify hidden goodwill |
| 4. Unrecorded asset discovered | d. Credit Revaluation Account |
No ratio info means old ratio continues. Excess settlement implies hidden goodwill. Unrecorded asset creates gain.
Correct matching: No acquisition ratio → Old ratio continues Specific new ratio → Calculate gaining ratio Excess settlement → Hidden goodwill Unrecorded asset → Credit Revaluation Hence, Option C is correct.
- Option A → Hidden goodwill mismatch.
- Option B → Ratio treatment incorrect.
- Option D → Multiple mismatches.
Used
- Matching Logic
Application:
- �� Match rule with scenario.
Final Logic:
- �� Option C fully correct.
- "Excess Payment = Hidden Goodwill"
16 P, Q, and R share profits in 3:2:1. R retires. The balance in R's capital account after adjusting reserves and revaluation is Rs. 60,000. P and Q agree to pay him Rs. 75,000 in full settlement. What is the total goodwill of the entire firm implied by this payout?
Excess payment equals hidden goodwill share. R's share identified first. Total goodwill calculated afterward.
Hidden Goodwill Share: 75000 − 60000 = 15000 R's share = 1/6 Total Goodwill: 15000 × 6 = 90000 Hence, Option A is correct.
- Option B → Hidden goodwill share only.
- Option C → Settlement amount only.
- Option D → Incorrect multiplication.
Used
- Hidden Goodwill Computation
Application:
- �� Hidden Share ÷ Retiring Ratio.
Final Logic:
- �� Total goodwill = Rs. 90,000.
- "Hidden Share ÷ Ratio"
17 Using the data from the previous question (R's hidden goodwill share is Rs. 15,000, firm goodwill is Rs. 90,000). Assuming P and Q do not change their relative profit sharing ratio, by what amount will P's capital account be debited to compensate R?
Old ratio continues between P and Q. Gaining ratio becomes 3:2. P bears larger share.
R's Hidden Goodwill Share = Rs. 15,000 P and Q gain in ratio 3:2. P's Share: 15000 × 3/5 = 9000 Hence, Option D is correct.
- Option A → Entire amount not borne by P.
- Option B → Incorrect ratio application.
- Option C → Equal division incorrect.
Used
- Gaining Ratio Allocation
Application:
- �� Goodwill × Partner Gain Ratio.
Final Logic:
- �� P compensates Rs. 9,000.
- "Goodwill Shared by Gainers"
18 When calculating adjustments for revaluation of assets on the event of retirement, the net profit or loss generated from the Revaluation Account is shared among:
Revaluation relates to old period. Retiring partner also entitled. Shared in old ratio.
Revaluation profit/loss belongs to all old partners because it arose before retirement. Hence, Option A is correct.
- Option B → Retiring partner wrongly excluded.
- Option C → New ratio not applicable.
- Option D → Equal distribution unnecessary.
Used
- Conceptual Understanding
Application:
- �� Identify correct sharing basis.
Final Logic:
- �� Old ratio applies to old gains/losses.
- "Old Profit → Old Ratio"
19
Excess payment identified separately. Represents goodwill entitlement. Hidden goodwill inferred.
The additional Rs. 15,000 above adjusted capital is R's share of hidden goodwill. Hence, Option B is correct.
- Option A → Revaluation unrelated.
- Option C → Entire firm goodwill larger.
- Option D → No penalty involved.
Used
- Passage Interpretation
Application:
- �� Identify nature of excess payment.
Final Logic:
- �� Excess settlement equals hidden goodwill share.
- "Extra Payment = Hidden Goodwill"
20
Continuing partners gain future share. Compensation burden shared accordingly. Gaining ratio applied.
P and Q compensate R in their gaining ratio 3:2. Hence, Option C is correct.
- Option A → Revaluation unrelated.
- Option B → Retiring partner not debited.
- Option D → Reserve not used.
Used
- Goodwill Adjustment Logic
Application:
- �� Apply gaining ratio principle.
Final Logic:
- �� Gainers bear hidden goodwill adjustment.
- "Gainers Pay Goodwill"
