Logarithm word problem

alyren

Junior Member
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Sep 9, 2010
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the population of a particulare country was 25 million in 1983; in 1997, it was 29 million. the exponential growth function A=25e^kt describes the population of this country t year after 1983. use the fact that 14 years after 1983 the population increased by 4 million to find k to three decimal places.

I absolutly have no clue how to start this problem.
 
Set the equation equal to 29 and solve for k by letting t=14.

\(\displaystyle 29=25e^{k(14)}\)

Solve for k using ln
 
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