The population offan endangered species of rhinos in 2006 was estimated to be 100,507 rhinos. By 2012, the number of rhinos had grown to 245,957. (a) Assuming the population grows linearly, find the linear model, y = mx +b, representing the population z years since 2000. y = Number I + Number (round m and b to 3 decimal places) (b) Using the linear model from part (a), estimate the population in 2025. Number

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter7: Analytic Trigonometry
Section7.6: The Inverse Trigonometric Functions
Problem 94E
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The population oftan endangered species of rhinos in 2006 was estimated to be 100,507 rhinos. By 2012, the number of rhinos had
grown to 245,957.
(a) Assuming the population grows linearly, find the linear model, y = mx + b, representing the population x years since 2000.
y = Number
x + Number
(round m and b to 3 decimal places)
(b) Using the linear model from part (a), estimate the population in 2025.
Number
(round to the nearest whole number)
Transcribed Image Text:The population oftan endangered species of rhinos in 2006 was estimated to be 100,507 rhinos. By 2012, the number of rhinos had grown to 245,957. (a) Assuming the population grows linearly, find the linear model, y = mx + b, representing the population x years since 2000. y = Number x + Number (round m and b to 3 decimal places) (b) Using the linear model from part (a), estimate the population in 2025. Number (round to the nearest whole number)
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