Write an exponential function to model the following situation. A population of $$ 130,000 $$ grows $$ 3 \% $$ per year for $$ 15 $$ years. How much will the population be after $$ 15 $$ years? Write an exponential function in terms of $$ x $$ . $$ y = \square ( \square ) ^ { x } $$ After $$ 15 $$ years, the population will be $$ \square $$ . (Round to the nearest whole number as needed.)

Question

Write an exponential function to model the following situation. A population of $$ 130,000 $$ grows $$ 3 \% $$ per year for $$ 15 $$ years. How much will the population be after $$ 15 $$ years? Write an exponential function in terms of $$ x $$ . $$ y = \square ( \square ) ^ { x } $$ After $$ 15 $$ years, the population will be $$ \square $$ . (Round to the nearest whole number as needed.)

Bates Lyons · Accepted Answer

$$y= 130000( 1.03) ^ x$$ $ 202536

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