CAGR: Difference between revisions
imported>Doug Williamson (Expand the page and extend examples and interpretation.) |
imported>Doug Williamson (Note expressly that the 2-year period is historical.) |
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During this particular 2-year period, sales were growing at an average rate of 22.5% per annum. | During this particular 2-year historical period, sales were growing at an average rate of 22.5% per annum. | ||
However, this is not evidence about any other periods, particularly not future periods. | However, this is not evidence about any other periods, particularly not future periods. | ||
Revision as of 19:15, 14 November 2015
Compound Annual Growth Rate.
The compound annual growth rate is calculated from total growth over a longer period as:
CAGR = ( End amount / Starting amount )(1/n) - 1
Where:
n = number of years between the two points sampled
Example 1
Sales have grown from $100m to $150m over the most recent 2-year period.
The CAGR is:
= ( 150 / 100 )(1/2) - 1
= 22.5%.
During this particular 2-year historical period, sales were growing at an average rate of 22.5% per annum.
However, this is not evidence about any other periods, particularly not future periods.
Example 2
The same formula can be used to calculate a compound annual growth rate, based on a shorter sampling period.
Sales grew from $100m to $115m over a historical period of 3 months (= 0.25 years).
The CAGR caclulated from this data is:
= ( 115 / 100 )(1/0.25 = 4) - 1
= 74.9%.
During this particular 3-month period, sales grew at a rate of 74.9% per annum.
On its own, this is NOT evidence that sales will continue to grow at this rate during the remaining 9 months of the year, nor indeed in any other period.
Proper use of this kind of analysis will investigate the reasons for the figures, and then respond appropriately.
