The population of deer in a forest can be modeled by 400x + 510 2x + 3 P(x) = where x is the number of years in the future. Answer the following questions. 1) How many deer live in this forest this year? 2) How many deer will live in this forest 20 years later? Round your answer to an integer. 3) How many years will it take for the deer population to be 197? Round your answer to an integer. 4) Many years in the future, about how many deer will live in this forest?
The population of deer in a forest can be modeled by 400x + 510 2x + 3 P(x) = where x is the number of years in the future. Answer the following questions. 1) How many deer live in this forest this year? 2) How many deer will live in this forest 20 years later? Round your answer to an integer. 3) How many years will it take for the deer population to be 197? Round your answer to an integer. 4) Many years in the future, about how many deer will live in this forest?
College Algebra (MindTap Course List)
12th Edition
ISBN:9781305652231
Author:R. David Gustafson, Jeff Hughes
Publisher:R. David Gustafson, Jeff Hughes
Chapter5: Exponential And Logarithmic Functions
Section5.CR: Chapter Review
Problem 17E: The population of the United States is approximately 300,000,000 people. Find the population in 50...
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![The population of deer in a forest can be modeled by
400x + 510
2x + 3
P(x)
=
where x is the number of years in the future. Answer the
following questions.
1) How many deer live in this forest this year?
2) How many deer will live in this forest 20 years later?
Round your answer to an integer.
3) How many years will it take for the deer population to be
197? Round your answer to an integer.
4) Many years in the future, about how many deer will live in
this forest?](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F00154cd9-82c7-455b-845c-02cf21fdb65c%2F51fee0b2-a30a-4913-840f-c1d0a20aa5d4%2Fo93he01_processed.jpeg&w=3840&q=75)
Transcribed Image Text:The population of deer in a forest can be modeled by
400x + 510
2x + 3
P(x)
=
where x is the number of years in the future. Answer the
following questions.
1) How many deer live in this forest this year?
2) How many deer will live in this forest 20 years later?
Round your answer to an integer.
3) How many years will it take for the deer population to be
197? Round your answer to an integer.
4) Many years in the future, about how many deer will live in
this forest?
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