Assume the population of grizzly bears in the greater Yellowstone area is modeled by the equation 700 1+ 3.5e-.05t P(t) where P(t) is the population of grizzly bears ₺ years after 1990. a) Find and interpret P(0). Round to the nearest integer. P(0) P(0) represents O the maximum population of grizzly bears when the population will reach 0 bears O the population of grizzly bears in 1990 O the population of grizzly bears in 2015 = b) Find the population of grizzly bears predicted by the model in 2015. Round to the nearest bear. Population: bears c) When does the model predict the population of grizzly bears will reach 400 bears? Round to the neares year. In the year

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section5.6: Exponential And Logarithmic Equations
Problem 53E
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Assume the population of grizzly bears in the greater Yellowstone area is modeled by the equation
700
1+ 3.5e-.05t
where P(t) is the population of grizzly bears t years after 1990.
a) Find and interpret P(0). Round to the nearest integer.
P(t)
P(0)
=
=
P(0) represents
O the maximum population of grizzly bears
when the population will reach 0 bears
O the population of grizzly bears in 1990
O the population of grizzly bears in 2015
b) Find the population of grizzly bears predicted by the model in 2015. Round to the nearest bear.
Population:
bears
c) When does the model predict the population of grizzly bears will reach 400 bears? Round to the nearest
year.
In the year
Transcribed Image Text:Assume the population of grizzly bears in the greater Yellowstone area is modeled by the equation 700 1+ 3.5e-.05t where P(t) is the population of grizzly bears t years after 1990. a) Find and interpret P(0). Round to the nearest integer. P(t) P(0) = = P(0) represents O the maximum population of grizzly bears when the population will reach 0 bears O the population of grizzly bears in 1990 O the population of grizzly bears in 2015 b) Find the population of grizzly bears predicted by the model in 2015. Round to the nearest bear. Population: bears c) When does the model predict the population of grizzly bears will reach 400 bears? Round to the nearest year. In the year
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