Answer:
$29,200 for year 1
$17,520 for year 2....
Explanation:
To calculate the depreciation using the double declining- balance depreciation method, the first step is to divide 100% by the number of useful life (5years)
i.e: 100%
5 = 20%
next step: because it is a double declining-balance method, the above gotten percentage is multiplied by 2.
i.e 20% × 2 = 40%
Having gotten the double depreciation percentage to be 40%, it is then used to calculate the depreciation by calculating 40% of the cost price ($73,000). That gives us,
40% of $73,000 = 40 × $73,000
100
= 0.4 × $73,000
= $29,200
The double declining-balance depreciation of that machine is $29,200 for year 1.
For the second year, double declining-balance depreciation is
($73,000-$29,200) x 0.4 (40%)
= $43,800 x 0.4
= $17,520
The double declining-balance depreciation for the second year is $17,520
n.b: the depreciation for other years are calculated following the same steps as above. Most important;y, depreciation will stop being calculated the year after depreciation is less than the residual value.
cheers.