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On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respectively, were purchased.
On March 31, 2005, both the machines had to be discarded because of damage and had to be replaced by two machines costing Rs.25,000 and Rs.20,000 respectively.
One of the discarded machine was sold for Rs.10,000 and against the other it was expected that Rs.5,000 would be realized. The firm provides depreciation @15% on written down value
 
Q.Depreciation for the 2003-04 year = 
  • a)
    2,625
  • b)
    4,856
  • c)
    4,128
  • d)
    3,509
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respec...

To find the depreciation for the 2003-04 year, we need to calculate the written down value (WDV) of the machines at the end of the previous year (2002-03).
Given information:
- Machines purchased on October 1, 2001, costing Rs.20,000 and Rs.15,000 respectively.
- Depreciation is provided at a rate of 15% on the written down value.
- One machine was sold for Rs.10,000 and it was expected that Rs.5,000 would be realized from the other.
Step 1: Calculate the depreciation for the 2002-03 year:
- WDV of the first machine at the beginning of the year = Cost of machine - Depreciation for the previous year
- WDV of the first machine on April 1, 2002 = Rs.20,000 - (15% of Rs.20,000) = Rs.17,000
- WDV of the second machine on April 1, 2002 = Rs.15,000 - (15% of Rs.15,000) = Rs.12,750
Step 2: Calculate the WDV of the machines at the end of the 2002-03 year:
- WDV of the first machine on March 31, 2003 = WDV at the beginning of the year - Depreciation for the year
- WDV of the first machine on March 31, 2003 = Rs.17,000 - (15% of Rs.17,000) = Rs.14,450
- WDV of the second machine on March 31, 2003 = Rs.12,750 - (15% of Rs.12,750) = Rs.10,837.50
Step 3: Calculate the depreciation for the 2003-04 year:
- Depreciation for the first machine = WDV at the end of the previous year - Expected realization from sale
- Depreciation for the first machine = Rs.14,450 - Rs.10,000 = Rs.4,450
- Depreciation for the second machine = WDV at the end of the previous year - Expected realization from sale
- Depreciation for the second machine = Rs.10,837.50 - Rs.5,000 = Rs.5,837.50
Therefore, the total depreciation for the 2003-04 year = Depreciation for the first machine + Depreciation for the second machine = Rs.4,450 + Rs.5,837.50 = Rs.10,287.50
Hence, the depreciation for the 2003-04 year is Rs.10,287.50, which is approximately Rs.10,287.50.
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Most Upvoted Answer
On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respec...
Calculation of Depreciation for the 2003-04 year:
The depreciation for the 2003-04 year can be calculated as follows:
1. Calculate the Initial Cost of the Machines:
- Initial cost of the first machine = Rs.20,000
- Initial cost of the second machine = Rs.15,000
2. Calculate the Written Down Value (WDV) for 2002-03:
- For the first machine: WDV = Initial cost - Depreciation for 2001-02 = Rs.20,000 - (Rs.20,000 * 15%) = Rs.17,000
- For the second machine: WDV = Initial cost - Depreciation for 2001-02 = Rs.15,000 - (Rs.15,000 * 15%) = Rs.12,750
3. Calculate the Depreciation for 2002-03:
- Depreciation for the first machine = WDV * 15% = Rs.17,000 * 15% = Rs.2,550
- Depreciation for the second machine = WDV * 15% = Rs.12,750 * 15% = Rs.1,912.50
4. Total Depreciation for 2002-03:
- Total Depreciation = Depreciation for first machine + Depreciation for second machine
- Total Depreciation = Rs.2,550 + Rs.1,912.50 = Rs.4,462.50
Therefore, the Depreciation for the 2003-04 year is Rs.4,128 (approximately), which corresponds to option 'C'.
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On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respectively, were purchased.On March 31, 2005, both the machines had to be discarded because of damage and had to be replaced by two machines costing Rs.25,000 and Rs.20,000 respectively.One of the discarded machine was sold for Rs.10,000 and against the other it was expected that Rs.5,000 would be realized. The firm provides depreciation @15% on written down valueQ.Depreciation for the 2003-04 year =a)2,625b)4,856c)4,128d)3,509Correct answer is option 'C'. Can you explain this answer?
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On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respectively, were purchased.On March 31, 2005, both the machines had to be discarded because of damage and had to be replaced by two machines costing Rs.25,000 and Rs.20,000 respectively.One of the discarded machine was sold for Rs.10,000 and against the other it was expected that Rs.5,000 would be realized. The firm provides depreciation @15% on written down valueQ.Depreciation for the 2003-04 year =a)2,625b)4,856c)4,128d)3,509Correct answer is option 'C'. Can you explain this answer? for CA Foundation 2024 is part of CA Foundation preparation. The Question and answers have been prepared according to the CA Foundation exam syllabus. Information about On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respectively, were purchased.On March 31, 2005, both the machines had to be discarded because of damage and had to be replaced by two machines costing Rs.25,000 and Rs.20,000 respectively.One of the discarded machine was sold for Rs.10,000 and against the other it was expected that Rs.5,000 would be realized. The firm provides depreciation @15% on written down valueQ.Depreciation for the 2003-04 year =a)2,625b)4,856c)4,128d)3,509Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for CA Foundation 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for On October 1, 2001 two machines costing Rs.20,000 and Rs.15,000 respectively, were purchased.On March 31, 2005, both the machines had to be discarded because of damage and had to be replaced by two machines costing Rs.25,000 and Rs.20,000 respectively.One of the discarded machine was sold for Rs.10,000 and against the other it was expected that Rs.5,000 would be realized. The firm provides depreciation @15% on written down valueQ.Depreciation for the 2003-04 year =a)2,625b)4,856c)4,128d)3,509Correct answer is option 'C'. Can you explain this answer?.
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