The number of frogs in a particular lake has been decreasing by 5% each year. In 2016, the number of frogs was Po. Write an equation for the number of frogs as a function of time t, the number of years since 2016. P(t) = Po(0.95) O P(t) = Po(5)-t O P(t) = Po + Po(0.95) OP(t) = Po(5)-t-2016 OP(t) = P(0.95)t-2016
The number of frogs in a particular lake has been decreasing by 5% each year. In 2016, the number of frogs was Po. Write an equation for the number of frogs as a function of time t, the number of years since 2016. P(t) = Po(0.95) O P(t) = Po(5)-t O P(t) = Po + Po(0.95) OP(t) = Po(5)-t-2016 OP(t) = P(0.95)t-2016
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter8: Polynomials
Section8.1: Adding And Subtracting Polynomials
Problem 44PPS
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The number of frogs in a particular lake has been decreasing by 5% each year. In 2016, the number of frogs was Po.
Write an equation for the number of frogs as a function of time t, the number of years since 2016.
OP(t) = Po(0.95)t
O P(t) = Po(5)-t
O P(t) = Po + Po(0.95)t
O P(t) = Po(5)-t-2016
OP(t) = Po(0.95)t-2016
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