Question 39 of 43advanced🔧 ApplyNumerical6 marks

Shri Krishan Manufacturing Company purchased 10 machines for ₹ 75,000 each on July 01, 2014. On October 01, 2016, one of the machines got destroyed by fire and an insurance claim of ₹ 45,000 was admitted by the company. On the same date another machine is purchased by the company for ₹ 1,25,000. The company writes off 15% p.a. depreciation on written down value basis. The company maintains the calendar year as its financial year. Prepare the machinery account from 2014 to 2017.

Correct Answer

Machinery Account

DateParticularsAmount (₹)DateParticularsAmount (₹)
20142014
Jul 01Bank (10 machines × 75,000)7,50,000Dec 31Depreciation56,250
Dec 31Balance c/d6,93,750
7,50,0007,50,000
20152015
Jan 01Balance b/d6,93,750Dec 31Depreciation1,04,063
Dec 31Balance c/d5,89,687
6,93,7506,93,750
20162016
Jan 01Balance b/d5,89,687Oct 01Depreciation (on destroyed machine)6,634
Oct 01Bank (New Machine)1,25,000Oct 01Insurance Company45,000
Oct 01Profit & Loss (Loss on Fire)7,335
Dec 31Depreciation (9 Old Machines)79,608
Dec 31Depreciation (New Machine)4,688
Dec 31Balance c/d5,71,422
7,14,6877,14,687
20172017
Jan 01Balance b/d5,71,422Dec 31Depreciation85,713
Dec 31Balance c/d4,85,709
5,71,4225,71,422

Working Notes:

1. Calculation of Depreciation for 2014: Total Cost = ₹ 7,50,000. Depreciation = 7,50,000×15000 \times 15% × (6/12) = ₹ 56,250.

2. Calculation of Depreciation for 2015: Opening WDV = 7,50,000 - 56,250 = ₹ 6,93,750. Depreciation = 6,93,750×15750 \times 15% = ₹ 1,04,063.

3. Loss on Destruction of Machine (Oct 1, 2016): WDV of 1 Machine on Jan 1, 2016 = (6,93,750 - 1,04,063) / 10 = ₹ 58,969. Depreciation upto Oct 1 = 58,969×15969 \times 15% × (9/12) = ₹ 6,634. Book Value on Oct 1 = 58,969 - 6,634 = ₹ 52,335. Loss = Book Value - Claim = 52,335 - 45,000 = ₹ 7,335.

4. Depreciation for 2016 (Remaining): On 9 Old Machines = (5,89,687 - 58,969) × 15% = ₹ 79,608. On New Machine = 1,25,000×15000 \times 15% × (3/12) = ₹ 4,688.

5. Depreciation for 2017: Opening WDV = 5,71,422. Depreciation = 5,71,422×15422 \times 15% = ₹ 85,713.

Exercise: Numerical Problems | Q: 18 | (Page 49)
For More Understanding

Explanation

The question requires preparing a Machinery Account using the Written Down Value (WDV) method for depreciation. The context provides the correct closing balance for 2017 (₹ 4,85,709) and the loss on settlement (₹ 7,735, though standard calculation yields ₹ 7,335 which reconciles with the final balance provided). The solution involves calculating depreciation annually at 15% on the diminishing balance. For the year 2016, the destroyed machine's depreciation is calculated for 9 months to determine its Book Value at the time of loss. The difference between this Book Value and the insurance claim admitted is recorded as a loss. Depreciation for the remaining 9 machines is calculated for the full year, and for the new machine purchased on Oct 1, it is calculated for 3 months.

Solution Steps

  1. Step 1: Calculate depreciation for 2014 on ₹ 7,50,000 for 6 months (July to Dec).

  2. Step 2: Calculate depreciation for 2015 on the closing WDV of 2014.

  3. Step 3: For 2016, separate the WDV of the single destroyed machine. Calculate its depreciation for 9 months (Jan to Oct) and determine the Book Value.

  4. Step 4: Compute Loss on Fire: Book Value of destroyed machine minus Insurance Claim (₹ 45,000).

  5. Step 5: Calculate depreciation for the remaining 9 machines (full year) and the new machine (3 months) for 2016.

  6. Step 6: Calculate depreciation for 2017 on the total closing WDV of 2016.