Final answer:
To find the geometric mean annual increase, use the formula (Final value / Initial value) ^ (1 / Number of years) - 1. Plug in the given values: initial value is $635.2 million, final value is $7,015.0 million, and number of years is 15. Calculate the expression to find the geometric mean annual increase.
Step-by-step explanation:
To find the geometric mean annual increase, we need to use the formula:
Geometric mean = (Final value / Initial value) ^ (1 / Number of years) - 1
Using the given information, the initial value is $635.2 million, the final value is $7,015.0 million, and the number of years is 15 (2017 - 2002). Plugging these values into the formula, we get:
Geometric mean = ($7,015.0 million / $635.2 million) ^ (1 / 15) - 1
Calculating this expression will give us the geometric mean annual increase for the period.