Question
A piece of machinery depreciates $6000 the first hear, $5500 the second year, and $5000 the third year. If the rate of depreciation is constant, what is the amount of depreciation of the piece of machinery in the sixth year
Answers
To find the rate of depreciation, we can use the formula:
Rate of depreciation = (Total depreciation over the years) / (Total number of years)
Total depreciation over the years = $6000 + $5500 + $5000 = $16500
Total number of years = 3
Rate of depreciation = $16500 / 3 = $5500 per year
Therefore, in the sixth year, the amount of depreciation would be $5500.
Rate of depreciation = (Total depreciation over the years) / (Total number of years)
Total depreciation over the years = $6000 + $5500 + $5000 = $16500
Total number of years = 3
Rate of depreciation = $16500 / 3 = $5500 per year
Therefore, in the sixth year, the amount of depreciation would be $5500.
The only answers are
$61,500
$79,500
$3500
$4000
$61,500
$79,500
$3500
$4000
Unfortunately, without more information about the pattern of depreciation, it's impossible to calculate the depreciation for the sixth year. None of the given answers seems to be correct.
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