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
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](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Ff1541ca2-1ddc-42c8-8744-b2cad194e12f%2Fe49d0ba1-8b50-4dfa-a983-a88535750761%2F10j17mc_processed.png&w=3840&q=75)
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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