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Q.Aarav, Karan and Meera were partners in a firm sharing profits and losses equally. On 31st March, 2023, Karan retired. On the date of his retirement, ₹ 1,80,000 became due to him. Aarav and Meera agreed to pay Karan in two equal yearly instalments plus interest @ 12% p.a. on unpaid balance, starting from 31st March, 2024. The firm closes its books on 31st March every year. Prepare Karan's loan account till it is fully paid.

CBSECBSE Class XII Board 2026Subjective· 3mImportance★★★★★
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Karan's Loan Account shows two annual instalments of ₹90,000 each paid on 31st March 2024 and 2025, with interest at 12% p.a. on the outstanding balance (₹21,600 in Year 1, ₹10,800 in Year 2), fully settling the ₹1,80,000 due.

Concept and Treatment

When a retiring partner's dues are not paid immediately, the amount payable is transferred from his Capital Account to a Loan Account (or Retiring Partner's Loan Account). This loan is a liability of the firm. The retiring partner is entitled to interest on the unpaid balance at the agreed rate until the loan is fully discharged.

The accounting treatment involves:

  1. On retirement (31st March 2023): Transfer the amount due to Karan from his Capital Account to Karan's Loan Account.

    • Karan's Capital A/c Dr. ₹1,80,000
    • To Karan's Loan A/c ₹1,80,000

    (This converts the capital liability into a loan liability.)

  2. At each year-end (31st March 2024 and 2025):

    • Calculate interest on the outstanding loan balance at 12% p.a.
    • Interest on Loan A/c Dr. (P&L charge)
    • To Karan's Loan A/c (Interest added to loan)

    Then record the instalment payment:

    • Karan's Loan A/c Dr. (Instalment + Interest)
    • To Bank A/c

The Loan Account is prepared in the standard two-sided ledger format, showing interest credited and payments debited until the balance reduces to zero.


Solution

Karan's Loan Account

ParticularsAmount (₹)ParticularsAmount (₹)
31.03.2024 To Bank A/c (Instalment + Interest) (WN-1)1,11,60031.03.2023 By Capital A/c (Amount due on retirement)1,80,000
31.03.2024 By Interest on Loan A/c (WN-1)21,600
31.03.2024 To Balance c/d90,000
Total2,01,600Total2,01,600
31.03.2025 To Bank A/c (Instalment + Interest) (WN-2)1,00,80001.04.2024 By Balance b/d90,000
31.03.2025 By Interest on Loan A/c (WN-2)10,800
Total1,00,800Total1,00,800

Working Notes

WN-1: Payment on 31st March 2024

Outstanding loan balance (from 31.03.2023 to 31.03.2024) = ₹1,80,000

Interest for one year = 1,80,000×12×1100\frac{1,80,000 \times 12 \times 1}{100} = ₹21,600

Instalment (principal) = ₹90,000

Total payment = ₹90,000 + ₹21,600 = ₹1,11,600

Balance carried forward = ₹1,80,000 − ₹90,000 = ₹90,000


WN-2: Payment on 31st March 2025 …

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