The amount of time T (in years) it will take for a population of a certain species to grow from 1550 to 0.09 a a can be modeled by the function T(a) = log3 1550 Which function is equivalent? 1 log,a T(a) = 0.09 log, 1550 T(a) = 1 logza - 1 log, 1550 0.09 0.09 T(a) logza - log, 1550 = 0.09 T(a) = 0.09 log;a - 0.09log; 1550

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter5: Inverse, Exponential, And Logarithmic Functions
Section: Chapter Questions
Problem 9T
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The amount of time T (in years) it will take for a population of a certain species to grow from 1550 to
1
0.09
a
a can be modeled by the function T(a) = log3
. Which function is equivalent?
1550
logza
0.09 log, 1550
1
T(a)
1
T(a) = 1ng logza - nng log; 1550
0.09
0.09
1
T(a)
0.09 logza – log, 1550
O T(a) = 0.09log,a – 0.09log, 1550
%3D
Transcribed Image Text:The amount of time T (in years) it will take for a population of a certain species to grow from 1550 to 1 0.09 a a can be modeled by the function T(a) = log3 . Which function is equivalent? 1550 logza 0.09 log, 1550 1 T(a) 1 T(a) = 1ng logza - nng log; 1550 0.09 0.09 1 T(a) 0.09 logza – log, 1550 O T(a) = 0.09log,a – 0.09log, 1550 %3D
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