linear method is:
This question involves calculating the scrap value of an asset, specifically a sofa set, using the straight-line depreciation method. The straight-line method is a common accounting technique used to spread the cost of a tangible asset over its useful life.
To solve this problem, we need to identify the given values:
The straight-line method assumes that an asset depreciates by the same amount each year. The formula for annual depreciation is:
$ \text{Annual Depreciation} = \frac{\text{Cost of Asset} - \text{Scrap Value}}{\text{Useful Life}} $
We are given the annual depreciation and need to find the scrap value.
We can rearrange the depreciation formula to solve for the scrap value:
$ \text{Scrap Value} = \text{Cost of Asset} - (\text{Annual Depreciation} \times \text{Useful Life}) $
Now, let's plug the given values into the rearranged formula:
$ \text{Total Depreciation} = \text{Annual Depreciation} \times \text{Useful Life} $
$ \text{Total Depreciation} = ₹3000 \times 10 $
$ \text{Total Depreciation} = ₹30000 $
$ \text{Scrap Value} = \text{Cost of Asset} - \text{Total Depreciation} $
$ \text{Scrap Value} = ₹36000 - ₹30000 $
$ \text{Scrap Value} = ₹6000 $
Based on the calculation using the straight-line depreciation method, the scrap value of the sofa set is ₹6000. This matches one of the provided options.
A state of deterioration, damage done to a building or other property during tenancy can be referred to as:
Which of the following methods of depreciation is prescribed by the Income Tax Act, 1961?
________ method is especially suited to mines, oil wells, quarries, sandpits and similar assets of a wasting character.
______ system of depreciation is followed in case of those assets which are of small values or where the life of the asset cannot be ascertained with certainty.
If a machine (having a scrap value of Rs.1,000) is purchased for Rs.10,000 and it has an effective life of 10 years of 1000 hours each, what will be the amount of depreciation per hour?