The deeper you are under water; the less sunlight reaches you. The percent of sunlight, P, that reaches a depth d, in metres, can be modelled by the function p(d)=100(0.85)^d a) Graph P(d) for the interval [0, 10] in paper-pencil-ruler style. b) Graph the inverse of P on the same grid in paper-pencil-ruler style. c) Use your graph of the inverse of P to determine the depth at which the percentage of sunlight is 50%. Test your value for depth in the original equation for P .
The deeper you are under water; the less sunlight reaches you. The percent of sunlight, P, that reaches a depth d, in metres, can be modelled by the function p(d)=100(0.85)^d a) Graph P(d) for the interval [0, 10] in paper-pencil-ruler style. b) Graph the inverse of P on the same grid in paper-pencil-ruler style. c) Use your graph of the inverse of P to determine the depth at which the percentage of sunlight is 50%. Test your value for depth in the original equation for P .
Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018
18th Edition
ISBN:9780079039897
Author:Carter
Publisher:Carter
Chapter9: Quadratic Functions And Equations
Section9.6: Solving Quadratic Equations By Using The Quadratic Formula
Problem 64PFA
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The deeper you are under water; the less sunlight reaches you. The percent of sunlight, P, that reaches a depth d, in metres, can be modelled by the function p(d)=100(0.85)^d
a) Graph P(d) for the interval [0, 10] in paper-pencil-ruler style.
b) Graph the inverse of P on the same grid in paper-pencil-ruler style.
c) Use your graph of the inverse of P to determine the depth at which the percentage of sunlight is 50%. Test your value for depth in the original equation for P .
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