CUET UG Accountancy Booster Test 1 Profit Sharing & Gaining Ratio
π Answers are locked once submitted β results and explanations appear at the end.
QUESTION 1 OF 20
The new share of each remaining partner conceptually consists of which two components?
QUESTION 2 OF 20
If continuing partner X acquires a portion of retiring partner Y's share, the formula to find the exact fractional share acquired by X is:
QUESTION 3 OF 20
When a partner retires and no agreement exists regarding how their share is acquired, what happens to the relative profit sharing ratio of the continuing partners?
QUESTION 4 OF 20
Read the statements carefully:
Statement 1: The old ratio among all original partners is always identical to the new ratio of continuing partners.
Statement 2: If A, B, and C share profits equally and C retires, A and B will continue to share profits equally if no other information is provided.
QUESTION 5 OF 20
Murli, Naveen, and Omprakash share profits in 3/8, 4/8, 1/8. Murli retires and surrenders 2/3rd of his share to Naveen. What is the fractional share acquired by Naveen?
QUESTION 6 OF 20
Continuing the previous question (Murli's share is 3/8; Naveen acquires 2/8 of the firm's total profit share from Murli). If Naveen's old share was 4/8, what is Naveen's new profit share?
QUESTION 7 OF 20
Order the steps to compute the gaining ratio when a new pre-agreed profit sharing ratio is provided:
1. Identify the old fractional share of the continuing partners.
2. Identify the new pre-agreed fractional share of the continuing partners.
3. Deduct the old share from the new share.
4. Simplify the resulting fractions to express the gaining ratio.
QUESTION 8 OF 20
Assertion (A): When contributing partners decide on a specified new ratio (e.g., 5:3), this entirely supersedes the old ratio for future profit distribution.
Reason (R): Future profits are legally required to be distributed according to the newly agreed terms in the reconstituted partnership deed.
QUESTION 9 OF 20
Match the concepts to their outcomes regarding profit shares:
| List 1 | List 2 |
|---|---|
| 1. Gain | a. Positive result when Old Share is subtracted from New Share |
| 2. Sacrifice | b. Negative result when Old Share is subtracted from New Share |
| 3. Retirement | c. Reconstitution event triggering share changes |
| 4. Old Ratio | d. The default base for proportioning unstated acquisitions |
QUESTION 10 OF 20
The gaining ratio is predominantly calculated to ascertain the exact proportion in which continuing partners will:
QUESTION 11 OF 20
If Abhishek, Rajat, and Vivek share profits in 5:3:2 and Vivek retires without any specified acquisition agreement, what is the gaining ratio between Abhishek and Rajat?
QUESTION 12 OF 20
Kumar, Lakshya, Manoj, and Naresh share 3:2:1:4. Kumar retires. His share is acquired ONLY by Lakshya and Manoj in 3:2. What is Naresh's gaining ratio?
QUESTION 13 OF 20
If applying the formula (New Share - Old Share) yields a negative figure for a continuing partner, this mathematically represents a:
QUESTION 14 OF 20
Statement 1: As a result of deciding a new profit sharing ratio, a continuing partner may sometimes end up sacrificing a part of their old share.
Statement 2: A sacrificing continuing partner's capital account is debited along with the gaining partners to compensate the retiring partner.
QUESTION 15 OF 20
Hanny, Pammy, and Sunny share profits in 3:2:1. Pammy retires. Hanny and Sunny decide to share future profits in 2:1. Sunny's old share was 1/6. Sunny's new share is 1/3 (or 2/6). What is Sunny's individual gaining share?
QUESTION 16 OF 20
Match the computational formulas:
| List 1 | List 2 |
|---|---|
| 1. Gaining ratio calculation | a. New profit share β Old profit share |
| 2. Share of goodwill to retiring partner | b. Retiring partner's fractional share Γ Firm's total goodwill |
| 3. Acquired share computation | c. Retiring partner's share Γ Specified acquisition proportion |
| 4. New profit share | d. Old Share + Acquired Share |
QUESTION 17 OF 20
Assertion (A): It is possible for a continuing partner to have neither gained nor sacrificed upon the retirement of another partner.
Reason (R): Their new profit share fraction might mathematically equal their exact old profit share fraction.
QUESTION 18 OF 20
Arrange the steps to adjust goodwill when it does not appear in books:
1. Value the firm's total goodwill.
2. Calculate the retiring partner's fractional share of goodwill.
3. Compute the gaining ratio of the continuing partners.
4. Debit gaining partners and credit the retiring partner in the gaining ratio.
QUESTION 19 OF 20
QUESTION 20 OF 20
Test Complete!
Answer Review
1 The new share of each remaining partner conceptually consists of which two components?
Continuing partner keeps old share. Additional share acquired added. Together forms new share.
The new share is calculated by adding acquired share to old share. Hence, Option B is correct.
- Option A β Sacrifice not always included.
- Option C β Capital balances unrelated.
- Option D β Equal sharing not necessary.
Used
- Conceptual Understanding
Application:
- οΏ½οΏ½ Understand composition of new share.
Final Logic:
- οΏ½οΏ½ New share = Old share + Acquired share.
- "Old Share + Acquired Share = New Share"
2 If continuing partner X acquires a portion of retiring partner Y's share, the formula to find the exact fractional share acquired by X is:
Retiring share identified first. Agreed proportion applied. Acquired share calculated.
Acquired share depends on retiring partner's share and agreed acquisition ratio. Hence, Option D is correct.
- Option A β Incorrect subtraction formula.
- Option B β Addition not applicable.
- Option C β Profit calculation unrelated.
Used
- Formula Recognition
Application:
- οΏ½οΏ½ Identify acquired share formula.
Final Logic:
- οΏ½οΏ½ Acquisition based on agreed proportion.
- "Retiring Share Γ Acquisition Ratio"
3 When a partner retires and no agreement exists regarding how their share is acquired, what happens to the relative profit sharing ratio of the continuing partners?
No agreement means no change. Old relative ratio continues. Default rule applied.
In absence of agreement, continuing partners maintain old relative proportion. Hence, Option A is correct.
- Option B β Equal ratio not automatic.
- Option C β Capitals unrelated.
- Option D β Incorrect concept.
Used
- Default Rule Understanding
Application:
- οΏ½οΏ½ Apply rule when no agreement exists.
Final Logic:
- οΏ½οΏ½ Old ratio continues proportionately.
- "No Agreement = Old Ratio Continues"
4 Read the statements carefully:
Statement 1: The old ratio among all original partners is always identical to the new ratio of continuing partners.
Statement 2: If A, B, and C share profits equally and C retires, A and B will continue to share profits equally if no other information is provided.
Statement 1 not always true. Statement 2 follows default rule. Equal ratio may continue.
Old ratio among all partners changes after retirement, but continuing partners may maintain relative ratio. Hence, Option C is correct.
- Option A β Statement 1 false.
- Option B β Statement 2 also true.
- Option D β Statement 2 true.
Used
- Statement Verification
Application:
- οΏ½οΏ½ Check each statement separately.
Final Logic:
- οΏ½οΏ½ Only Statement 2 valid.
- "Relative Ratio Continues"
5 Murli, Naveen, and Omprakash share profits in 3/8, 4/8, 1/8. Murli retires and surrenders 2/3rd of his share to Naveen. What is the fractional share acquired by Naveen?
Murli's share identified first. Two-thirds transferred to Naveen. Acquired share calculated.
Calculation: 3/8 Γ 2/3 = 2/8 Hence, Option D is correct.
- Option A β Entire Murli share.
- Option B β One-third only.
- Option C β Incorrect simplification.
Used
- Share Acquisition Calculation
Application:
- οΏ½οΏ½ Retiring Share Γ Acquired Fraction.
Final Logic:
- οΏ½οΏ½ Naveen acquires 2/8.
- "Retiring Share Γ Agreed Fraction"
6 Continuing the previous question (Murli's share is 3/8; Naveen acquires 2/8 of the firm's total profit share from Murli). If Naveen's old share was 4/8, what is Naveen's new profit share?
Old share already exists. Acquired share added. New share determined.
Calculation: 4/8 + 2/8 = 6/8 Hence, Option B is correct.
- Option A β One share omitted.
- Option C β Incorrect addition.
- Option D β Impossible full share.
Used
- New Share Calculation
Application:
- οΏ½οΏ½ Old Share + Acquired Share.
Final Logic:
- οΏ½οΏ½ Naveen's new share is 6/8.
- "Old + Acquired = New"
7 Order the steps to compute the gaining ratio when a new pre-agreed profit sharing ratio is provided:
1. Identify the old fractional share of the continuing partners.
2. Identify the new pre-agreed fractional share of the continuing partners.
3. Deduct the old share from the new share.
4. Simplify the resulting fractions to express the gaining ratio.
Old shares identified first. New shares identified next. Difference calculated afterward.
Correct order: Old share New share Difference Simplification Hence, Option C is correct.
- Option A β Incorrect order.
- Option B β Reverse process.
- Option D β Deduction before identification impossible.
Used
- Sequential Ratio Logic
Application:
- οΏ½οΏ½ Arrange gaining ratio steps.
Final Logic:
- οΏ½οΏ½ Calculation follows identification.
- "Old β New β Difference β Simplify"
8 Assertion (A): When contributing partners decide on a specified new ratio (e.g., 5:3), this entirely supersedes the old ratio for future profit distribution.
Reason (R): Future profits are legally required to be distributed according to the newly agreed terms in the reconstituted partnership deed.
New ratio governs future profits. Agreement legally binding. Reason explains assertion.
The reconstituted partnership deed determines future profit-sharing ratio. Hence, Option A is correct.
- Option B β Reason directly explains.
- Option C β Reason true.
- Option D β Both statements correct.
Used
- AssertionβReason Analysis
Application:
- οΏ½οΏ½ Connect agreement with future ratio.
Final Logic:
- οΏ½οΏ½ New deed supersedes old arrangement.
- "New Agreement = New Ratio"
9 Match the concepts to their outcomes regarding profit shares:
| List 1 | List 2 |
|---|---|
| 1. Gain | a. Positive result when Old Share is subtracted from New Share |
| 2. Sacrifice | b. Negative result when Old Share is subtracted from New Share |
| 3. Retirement | c. Reconstitution event triggering share changes |
| 4. Old Ratio | d. The default base for proportioning unstated acquisitions |
Gain means positive increase. Sacrifice means decrease. Old ratio acts as base.
Correct matching: Gain β Positive difference Sacrifice β Negative difference Retirement β Reconstitution event Old Ratio β Default acquisition basis Hence, Option C is correct.
- Option A β Gain and sacrifice mismatched.
- Option B β Multiple incorrect matches.
- Option D β Retirement incorrectly paired.
Used
- Matching Logic
Application:
- οΏ½οΏ½ Match concepts correctly.
Final Logic:
- οΏ½οΏ½ Only Option C fully correct.
- "Positive = Gain, Negative = Sacrifice"
10 The gaining ratio is predominantly calculated to ascertain the exact proportion in which continuing partners will:
Continuing partners gain extra share. Compensation required accordingly. Gaining ratio determines burden.
Goodwill compensation is shared among gainers in gaining ratio. Hence, Option D is correct.
- Option A β Loss sharing unrelated.
- Option B β Capital introduction unrelated.
- Option C β Asset write-off unrelated.
Used
- Purpose Identification
Application:
- οΏ½οΏ½ Identify main use of gaining ratio.
Final Logic:
- οΏ½οΏ½ Gaining ratio used for goodwill adjustment.
- "Gainers Pay Goodwill"
11 If Abhishek, Rajat, and Vivek share profits in 5:3:2 and Vivek retires without any specified acquisition agreement, what is the gaining ratio between Abhishek and Rajat?
No agreement means old ratio continues. Continuing partners retain proportion. Gaining ratio equals old ratio.
Since no acquisition agreement exists, Abhishek and Rajat gain in old ratio 5:3. Hence, Option A is correct.
- Option B β Includes retiring partner's share.
- Option C β Equal gain not specified.
- Option D β Incorrect old ratio.
Used
- Default Ratio Rule
Application:
- οΏ½οΏ½ Apply old ratio continuation rule.
Final Logic:
- οΏ½οΏ½ Gaining ratio follows existing ratio.
- "No Agreement = Old Ratio Gain"
12 Kumar, Lakshya, Manoj, and Naresh share 3:2:1:4. Kumar retires. His share is acquired ONLY by Lakshya and Manoj in 3:2. What is Naresh's gaining ratio?
Naresh acquires no share. No increase in profit share. Gaining amount equals zero.
Only Lakshya and Manoj acquire Kumar's share. Naresh gains nothing. Hence, Option B is correct.
- Option A β Naresh's old share only.
- Option C β Incorrect assumption.
- Option D β No such gain exists.
Used
- Gain Identification
Application:
- οΏ½οΏ½ Identify partners acquiring share.
Final Logic:
- οΏ½οΏ½ Non-acquiring partner has zero gain.
- "No Acquisition = No Gain"
13 If applying the formula (New Share - Old Share) yields a negative figure for a continuing partner, this mathematically represents a:
New share becomes smaller. Negative difference arises. Indicates sacrifice.
A negative result means the partner's new share is less than old share. Hence, Option A is correct.
- Option B β Gain gives positive value.
- Option C β Revaluation unrelated.
- Option D β Goodwill unrelated.
Used
- Formula Interpretation
Application:
- οΏ½οΏ½ Interpret negative difference.
Final Logic:
- οΏ½οΏ½ Negative change means sacrifice.
- "Negative Difference = Sacrifice"
14 Statement 1: As a result of deciding a new profit sharing ratio, a continuing partner may sometimes end up sacrificing a part of their old share.
Statement 2: A sacrificing continuing partner's capital account is debited along with the gaining partners to compensate the retiring partner.
Sacrifice can occur sometimes. Only gaining partners compensate. Sacrificing partners not debited.
Goodwill compensation is borne only by gaining partners. Hence, Option C is correct.
- Option A β Statement 2 false.
- Option B β Statement 1 true.
- Option D β Statement 1 true.
Used
- Statement Verification
Application:
- οΏ½οΏ½ Check each statement individually.
Final Logic:
- οΏ½οΏ½ Only first statement correct.
- "Only Gainers Pay"
15 Hanny, Pammy, and Sunny share profits in 3:2:1. Pammy retires. Hanny and Sunny decide to share future profits in 2:1. Sunny's old share was 1/6. Sunny's new share is 1/3 (or 2/6). What is Sunny's individual gaining share?
New share exceeds old share. Difference equals gain. Gain calculated directly.
Calculation: 2/6 β 1/6 = 1/6 Hence, Option B is correct.
- Option A β New share only.
- Option C β Incorrect subtraction.
- Option D β Sunny gains share.
Used
- Gain Calculation
Application:
- οΏ½οΏ½ New Share β Old Share.
Final Logic:
- οΏ½οΏ½ Sunny gains 1/6.
- "Gain = New β Old"
16 Match the computational formulas:
| List 1 | List 2 |
|---|---|
| 1. Gaining ratio calculation | a. New profit share β Old profit share |
| 2. Share of goodwill to retiring partner | b. Retiring partner's fractional share Γ Firm's total goodwill |
| 3. Acquired share computation | c. Retiring partner's share Γ Specified acquisition proportion |
| 4. New profit share | d. Old Share + Acquired Share |
Gain calculated by difference. Goodwill based on retiring share. New share includes acquisition.
Correct matching: Gaining Ratio β New β Old Goodwill Share β Retiring Share Γ Goodwill Acquired Share β Retiring Share Γ Acquisition Proportion New Share β Old + Acquired Hence, Option D is correct.
- Option A β Multiple mismatches.
- Option B β Wrong formula pairing.
- Option C β Incorrect new share formula.
Used
- Formula Matching
Application:
- οΏ½οΏ½ Match concepts with formulas.
Final Logic:
- οΏ½οΏ½ Only Option D fully correct.
- "Gain Difference, New Addition"
17 Assertion (A): It is possible for a continuing partner to have neither gained nor sacrificed upon the retirement of another partner.
Reason (R): Their new profit share fraction might mathematically equal their exact old profit share fraction.
Some partners may remain unchanged. Old and new shares equal. No gain or sacrifice occurs.
If old and new shares are equal, there is neither gain nor sacrifice. Hence, Option A is correct.
- Option B β Reason correctly explains.
- Option C β Reason true.
- Option D β Both statements true.
Used
- AssertionβReason Analysis
Application:
- οΏ½οΏ½ Compare old and new shares.
Final Logic:
- οΏ½οΏ½ Equal shares mean no change.
- "Equal Shares = No Gain, No Sacrifice"
18 Arrange the steps to adjust goodwill when it does not appear in books:
1. Value the firm's total goodwill.
2. Calculate the retiring partner's fractional share of goodwill.
3. Compute the gaining ratio of the continuing partners.
4. Debit gaining partners and credit the retiring partner in the gaining ratio.
Goodwill valued first. Retiring share calculated next. Adjustment entry passed finally.
Correct order: Value goodwill Find retiring share Compute gaining ratio Pass adjustment entry Hence, Option C is correct.
- Option A β Gaining ratio needed later.
- Option B β Goodwill must be valued first.
- Option D β Reverse order incorrect.
Used
- Sequential Accounting Logic
Application:
- οΏ½οΏ½ Arrange goodwill adjustment steps.
Final Logic:
- οΏ½οΏ½ Calculations precede journal entry.
- "Value β Share β Gain β Adjust"
19
Excess payment identified separately. Implied goodwill recognized. Called hidden goodwill.
Hidden goodwill arises when payment exceeds adjusted capital due. Hence, Option D is correct.
- Option A β Unrecorded assets different concept.
- Option B β Brand value broader concept.
- Option C β Capital balance alone insufficient.
Used
- Passage Interpretation
Application:
- οΏ½οΏ½ Identify hidden goodwill meaning.
Final Logic:
- οΏ½οΏ½ Excess settlement implies goodwill.
- "Extra Payment = Hidden Goodwill"
20
Continuing partners gain benefit. Goodwill burden shared accordingly. Gaining ratio applied.
Hidden goodwill is adjusted among gaining partners in gaining ratio. Hence, Option B is correct.
- Option A β Partners are debited, not credited.
- Option C β Adjustment necessary.
- Option D β Bank balance unrelated.
Used
- Goodwill Adjustment Understanding
Application:
- οΏ½οΏ½ Apply gaining ratio principle.
Final Logic:
- οΏ½οΏ½ Gainers compensate retiring partner.
- "Gainers Bear Goodwill"
