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Q.Abhay, Boris and Chetan were partners in a firm sharing profits in the ratio of 5 : 3 : 2. Boris was guaranteed a profit of ₹95,000. Any deficiency on account of this was to be borne by Abhay and Chetan equally. The firm earned a profit of ₹2,00,000 for the year ended 31st March, 2023. The amount given by Abhay to Boris as guaranteed amount will be : (A) ₹17,500 (B) ₹35,000 (C) ₹25,000 (D) ₹10,000

CBSECBSE Class XII Board 2024MCQ· 1mImportance★★★★★
✓ Free question

Abhay contributes ₹17,500 to Boris to meet the guarantee shortfall; the answer is (A) ₹17,500.

Concept: Guarantee of Minimum Profit to a Partner

When a partner is guaranteed a minimum profit, the firm first distributes profit in the normal profit-sharing ratio. If the guaranteed partner's share falls short of the guarantee, the deficiency must be made good. The question then becomes: who bears this deficiency?

Here, Boris is guaranteed ₹95,000. The deficiency (if any) is to be borne by Abhay and Chetan equally — meaning they share the burden 1:1, not in their original profit ratio. This is a specific arrangement among the partners.

The accounting treatment is straightforward:

  1. Distribute the total profit (₹2,00,000) in the normal ratio 5:3:2.
  2. Compare Boris's share with his guarantee.
  3. If his share is less, calculate the deficiency.
  4. Abhay and Chetan each contribute half the deficiency from their own shares to Boris.

The net effect is a transfer within the appropriation: Abhay's and Chetan's capital/current accounts are debited (reduced), and Boris's is credited (increased) by the deficiency amount, split equally between the two guarantors.


Solution

Working Note 1: Distribution of Profit in Normal Ratio (5:3:2)

Total profit = ₹2,00,000

Profit-sharing ratio = 5:3:2 (sum = 10)

  • Abhay's share = 510×2,00,000=₹1,00,000\frac{5}{10} \times 2,00,000 = ₹1,00,000
  • Boris's share = 310×2,00,000=₹60,000\frac{3}{10} \times 2,00,000 = ₹60,000
  • Chetan's share = 210×2,00,000=₹40,000\frac{2}{10} \times 2,00,000 = ₹40,000

Working Note 2: Deficiency in Boris's Share

Boris is guaranteed ₹95,000, but his normal share is only ₹60,000.

Deficiency = ₹95,000 − ₹60,000 = ₹35,000

This ₹35,000 shortfall must be made good by Abhay and Chetan equally.

Working Note 3: Contribution by Abhay and Chetan

Since the deficiency is to be borne equally:

  • Abhay's contribution = 35,0002=₹17,500\frac{35,000}{2} = ₹17,500
  • Chetan's contribution = 35,0002=₹17,500\frac{35,000}{2} = ₹17,500

Working Note 4: Final Distribution of Profit

PartnerNormal Share (₹)Adjustment (₹)Final Share (₹)
Abhay1,00,000−17,50082,500
Boris60,000+35,00095,000
Chetan40,000−17,50022,500
Total2,00,00002,00,000

The adjustment is a pure transfer: Abhay and Chetan each give up ₹17,500 of their profit share, which is added to Boris's share to bring it up to the guaranteed ₹95,000.

Watch out

A common mistake is to assume the deficiency is borne in the original profit-sharing ratio (5:2 between Abhay and Chetan). The question explicitly states "equally," so each bears half the deficiency regardless of their profit ratio.


Journal Entry (if required)

The guarantee adjustment is typically recorded in the Profit & Loss Appropriation Account or directly in the partners' capital/current accounts. The entry to reflect the transfer would be:

DateParticularsL.F.Debit (₹)Credit (₹)
31-Mar-23Abhay's Current/Capital A/c Dr.17,500
Chetan's Current/Capital A/c Dr.17,500
To Boris's Current/Capital A/c35,000
(Being deficiency on guarantee made good by Abhay and Chetan equally)

This entry reduces Abhay's and Chetan's balances and increases Boris's balance by the guarantee shortfall.


✓Final answer

Abhay contributes ₹17,500 to Boris to meet the guarantee deficiency. The correct answer is (A) ₹17,500.

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