A exponential model $A=24.7e^(.03t)$ describes the population, A(in millions), of a country's years after 2003, how do you find the population in 2010?

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Answer 1 · 2016-07-04T01:43:24

$24.7 e^ (0.03 X 7)=$ (rounded to 3-sd) $30.5$ , millions, nearly.

Substitute t=2010-2003=7.

A in 2010 =#24.7 e^(0.03X7)=30.47 millions, nearly.

A exponential model A=24.7e^(.03t)A=24.7e^(.03t) describes the population, A(in millions), of a country's years after 2003, how do you find the population in 2010?