After you decide which depreciation method to use, you must also decide how often to calculate the depreciation expense and post it to the general ledger.  Calculation and posting can be, for example, monthly or yearly.

ACS provides three methods to calculate depreciation. These formulas are based on Generally Accepted Accounting Procedures (GAAP). However, if these methods do not meet your organization’s needs, you can create a custom depreciation method. Here's a description of the three GAAP methods of calculating depreciation along with an example of each.

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Straight Line Depreciation
Double Declining Balance Depreciation
Sum of Year’s Digits Depreciation

Straight Line Depreciation


Depreciation under this method is a function of time rather than use. This method uses a lump sum derived from a mathematical formula based on the asset’s useful life, historical cost, and salvage value.

The following variables are used:

Straight Line Depreciation uses the following formula:

(H - S)/U = Accumulated Depreciation

For example:
You purchased a van for $18,500. You expect the van to have a useful life of 15 years and a salvage value of $9,500, and you decide to use the Straight Line Depreciation method.

(18,500 - 9,500)/15 = 600

The accumulated depreciation is $600. This means that each year, a depreciation of $600 is applied to the asset.

Double Declining Balance Depreciation


The Double Declining Balance Depreciation method uses a percentage rate calculated on an asset’s useful life and then the percentage is doubled. This percentage is applied to the asset book value at the beginning of the year, but only until the amount is applied to the salvage value.

At the end of the asset’s useful life, the book value depreciates in the amount necessary to bring the book value to its salvage value. Because the accumulated depreciation changes each year, the asset book value reduces each year, causing decreasing depreciation.

The following variables are used:

Double Declining Balance Depreciation uses the following formula:

C * (2/U) = Depreciation

For example:
You purchased a video camera for $850. You expect it to have a useful life of 10 years and a salvage value of $200. You decide to use the Double Declining Balance Depreciation method.

Year 1
C = 850 - 0
C = 850
850 * (2/10) = 170
The accumulated depreciation for the first year is $170.

Year 2
C = 850 - 170
C = 680
680 * (2/10) = 136

The accumulated depreciation for the second year is $136.

As illustrated, the amount to depreciate declines each year. The following table shows the amount of depreciation for the camera each year:

Year

Depreciation

Accumulated Depreciation

Asset Book Value

1

$170.00

$170.00

$680.00

2

$136.00

$306.00

$544.00

3

$108.80

$414.80

$435.20

4

$87.04

$501.84

$348.16

5

$69.63

$571.47

$278.53

6

$55.71

$627.18

$222.82

7

$22.72*

$650.00

$200.00

8

$0

$650.00

$200.00

9

$0

$650.00

$200.00

10

$0

$650.00

$200.00

* The actual amount the formula returns is $44.56. However, this would return an asset book value of $482.62, which is less than the salvage value of $200.00. Once the salvage value is reached, the asset is no longer depreciated.

Sum of Year’s Digits Depreciation


This method uses a percentage rate calculated on fractions where the numerators are based on the number of years of an asset’s useful life, and the denominators are constants based upon the total sum of all the numerators added together. Because the denominator remains constant and numerator declines each year, the result is a decreasing depreciation expense.

Sum of Year's Digits Depreciation uses these variables:

Denominator (N) — [ACS104:(U + 1)/2] * U

Sum of the Year’s Digits Depreciation uses the following formula:

((H - S * (U - Y + 1)) / N = Depreciation

For example:
You buy a new P.A. system for $10,000. You expect it to have a useful life of 10 years and a salvage value of $500. You decide to use the Sum of the Year’s Digits Depreciation method.

Denominator — [(10 + 1)/2) * 10 = 55

Year 1
((10,000 - 500) * (10 - 1 + 1)) / 55 = $1727.27

The depreciation for the first year is $1727.27.

Year 2
((10,000 - 500) * (10 - 2 + 1)) / 55 = 1554.55

The depreciation for the second year is $1554.55.

As illustrated, the amount of depreciation declines each year. The following table shows the amount the P.A. system depreciates each year:

Year

Depreciation

Accumulated Depreciation

Asset Book Value

1

1727.27

1727.27

$8272.73

2

$1554.55

$3281.82

$6718.18

3

$1381.82

$4663.64

$5336.36

4

$1209.09

$5872.73

$4127.27

5

$1036.36

$6909.09

$3090.91

6

$863.64

$7772.73

$2227.27

7

$690.91

$8463.64

$1536.36

8

$518.19

$8981.83

$1018.17

9

$345.45

$9327.28

$672.72

10

$172.73

$9500.01*

$499.99

*Totals do not equal salvage value due to rounding. ACS does not allow the final asset book value to equal less than the salvage amount.

 

Using the Bar Code Scanner to Take Inventory
Printing Fixed Asset month-end reports
Calculating Asset Depreciation
Posting Asset Depreciation