In a protected environment, the population P of a certain endangered species recovers over time t (in years) according to the modelP1t2 = 30(1.149)t (a) What is the size of the initial population of the species?(b) According to the model, what will be the population of the species in 5 years?(c) According to the model, what will be the population of the species in 10 years?(d) According to the model, what will be the population of the species in 15 years?(e) What is happening to the population every 5 years?
In a protected environment, the population P of a certain endangered species recovers over time t (in years) according to the modelP1t2 = 30(1.149)t (a) What is the size of the initial population of the species?(b) According to the model, what will be the population of the species in 5 years?(c) According to the model, what will be the population of the species in 10 years?(d) According to the model, what will be the population of the species in 15 years?(e) What is happening to the population every 5 years?
Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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In a protected environment, the population P of a certain endangered species recovers over time t (in years) according to the model
P1t2 = 30(1.149)t
(a) What is the size of the initial population of the species?
(b) According to the model, what will be the population of the species in 5 years?
(c) According to the model, what will be the population of the species in 10 years?
(d) According to the model, what will be the population of the species in 15 years?
(e) What is happening to the population every 5 years?
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