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A contractor has a commercial vehicle worth $85,000 that was purchased 3 years ago for $120,000. The vehicle has been depreciated using a 7-year MACRS schedule. What was the total depreciation taken over the 3 years if the MACRS percentages are 14.29%, 24.49%, and 17.49% for years 1, 2, and 3 respectively?

Correct Answer

B) $67,320

Year 1: $120,000 × 14.29% = $17,148; Year 2: $120,000 × 24.49% = $29,388; Year 3: $120,000 × 17.49% = $20,988. Total = $67,524, closest to option B.

Answer Options
A
$56,280
B
$67,320
C
$72,540
D
$85,000

Why This Is the Correct Answer

Option B is correct because MACRS depreciation is calculated by applying each year's percentage to the original purchase price, not the declining balance. The calculation uses the original $120,000 cost basis for all three years: Year 1 = $120,000 × 14.29% = $17,148, Year 2 = $120,000 × 24.49% = $29,388, Year 3 = $120,000 × 17.49% = $20,988. The total depreciation is $67,524, which rounds to option B ($67,320).

Why the Other Options Are Wrong

Option A: $56,280

$56,280 is too low and doesn't match the sum of the three years' depreciation calculations using the given MACRS percentages

Option C: $72,540

$72,540 is too high and exceeds the calculated total depreciation of $67,524

Option D: $85,000

$85,000 represents the current value of the vehicle, not the total depreciation taken over three years

Memory Technique

Remember 'MACRS = Original Cost' - unlike declining balance methods, MACRS always uses the original purchase price as the base for each year's percentage calculation

Reference Hint

Look up IRS Publication 946 or tax depreciation tables in construction business management chapters for MACRS schedules and calculations

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