00:01
We are given the following information pertaining to the depreciation of an asset that was bought for $20 ,000.
00:08
So we start off with the $20 ,000, which is the value of the asset, which it was bought.
00:19
Now, the other information that is given relates to the salvage value.
00:25
Okay, so we can actually say that this cost price is $20 ,000.
00:31
The salvage value is actually $5 ,000 and an estimated useful life of 10 years.
00:42
So the useful life is actually 10 years.
00:47
So after three years of use, the estimated residual value is revised to $4 ,000, assuming straight line depreciation, depreciation expense in the year four of use.
01:01
Okay, so the first thing we'll need to do is to calculate the depreciation in the first three years.
01:08
So in the first three years, it's obviously going to be if it's a straight -line depreciation, you simply say $20 ,000 minus the salvage value, right, minus the salvage value.
01:22
You divide that by the useful life, which is 10.
01:26
Your answer there would be $20 ,000 minus $5 ,000, $15 ,000.
01:31
By 10, so the depreciation will be $1 ,500 per year.
01:40
Now, this amount is going to change in year four.
01:45
So in year four, the values now shift because now we no longer have $20 ,000 as the caring value, 20 ,000, we no longer want the cost price.
02:00
We are basically now looking at the carrying.
02:02
Value of the asset which happens to be 20 ,000 minus the $1 ,500 because that's will be after the depreciation.
02:12
So, um, 1 ,000.
02:15
So you can basically say the carrying value is $20 ,000 minus three times 1 ,500...