Depreciation shows the use of an asset over the life of the asset. When a company buys an asset, it does not expense the cost of the asset right away. Instead the cost goes to the balance sheet, and, as the asset is used, the cost of the asset moves to the expenses in the income statement. There are three main methods of depreciation: straight-line, double-declining and sum of years' digits. The company can choose which method it wants to use for depreciating its buildings.

### Straight-line method

Determine the cost of the building, any residual value and the economic useful life of the building. The cost of the building is how much the building cost to buy or to build. The residual value is a company estimate based on previous buildings and research on similar buildings for how much the building will be worth at the end of its useful life. The useful life of the building is how long the building should last based on company estimates from past experience and research. For example, Firm A buys a building for £65,000. The company estimates that the building will have a 25-year useful life and at the end of the 25 years, the building will have a £3,250 residual value.

Subtract the residual value of the building from the cost of the building. This is the depreciable value. In our example, £65,000 minus £3,250 equals £61,750.

Divide the depreciable value by the building's useful life to determine the yearly depreciation. In our example, £61,750 divided by 25 years equals depreciation of £2,470 a year.

### Double-declining method

Determine the cost of the building, any residual value and the economic useful life of the building. The cost of the building is how much the building cost to buy or to build. The residual value is a company estimate based on previous buildings and research on similar buildings for how much the building will be worth at the end of its useful life. The useful life of the building is how long the building should last based on company estimates from past experience and research. For example, Firm A buys a building for £65,000. The company estimates that the building will have a 25-year useful life and at the end of the 25 years, the building will have a £3,250 residual value. Double-declining balance does not use the residual value.

Divide 2 by the asset's useful life. This is the depreciation base. In our example, 2 divided by 25 equals 0.08.

Multiply the cost by the depreciation base. In our example, £65,000 times 0.08 equals £5,200 of depreciation for the first year.

Subtract the depreciation from the cost of the asset to determine the current value of the asset. In our example, £65,000 minus £5,200 equals £59,800.

Multiply the current value by the number calculated in Step 2 to determine year 2's depreciation. In our example, £59,800 times 0.08 equals £4,784.

Repeat the steps for each year of the asset's useful life.

### Sum-of-years digits

Determine the cost of the building, any residual value and the economic useful life of the building as in previous sections. For example, Firm A buys a building for £65,000. The company estimates that the building will have a 25-year useful life and at the end of the 25 years, the building will have a £3,250 residual value.

Subtract the residual value of the building from the cost of the building. This is the depreciable value. In our example, £65,000 minus £3,250 equals £61,750.

Add 1 to the asset's useful life, and label this A. Divide the asset's useful life by 2, and label this B. Multiply A by B. In our example, 25 plus 1 equals 26. Then 25 divided by 2 equals 12.5. Finally, 26 times 12.5 equals 325.

Divide the last year number of the asset life by the number calculated in Step 3. This is the depreciation base for Year 1. Divide the second to last year number of the asset life by the number calculated in Step 3. This is the depreciation base for Year 2. Divide the third to last year number of the asset life by the number calculated in Step 3. This is the depreciation base for Year 3. Repeat this process for each year. In our example, 25 divided by 325 equals a depreciation base for Year 1 of 0.0769. Then, 24 divided by 325 equals a depreciation base for Year 2 of 0.0738. Then, 23 divided by 325 equals a depreciation base for Year 3 of 0.0707. Repeat this for all 25 years.

Multiply the deprecation base by the depreciable value to determine the year's depreciation. In our example, for Year 1, £61,750 times 0.0769 equals £4,748.5. Then for Year 2, £61,750 times 0.0738 equals £4,557. For Year 3, £61,750 times 0.0707 equals £4,365.7. Repeat these steps for all 25 years.