Population Growth In Section 2.1, Exercise 37, the growth in world population (in millions) was approximated by the ex- ponential function A(t) = 3100e0166 . where t is the number of years since 1960. Find the instanta- neous rate of change in the world population at the following times. Source: United Nations. a. 2010 b. 2015

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Chapter6: Exponential And Logarithmic Functions
Section6.1: Exponential Functions
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40. Population Growth In Section 2.1, Exercise 37, the growth
in world population (in millions) was approximated by the ex-
ponential function
A(t) = 3100e0.01661
where t is the number of years since 1960. Find the instanta-
neous rate of change in the world population at the following
times. Source: United Nations.
a. 2010
b. 2015
Transcribed Image Text:40. Population Growth In Section 2.1, Exercise 37, the growth in world population (in millions) was approximated by the ex- ponential function A(t) = 3100e0.01661 where t is the number of years since 1960. Find the instanta- neous rate of change in the world population at the following times. Source: United Nations. a. 2010 b. 2015
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