The exponential equation describing the population at any time t with an initial population 4000 and doubling time 1 months is . O P= 4000 - 2'/t O P= 4000 -2 t/1 O P= 4000 - 24/1 %3D O P= 4000 - 2-1/t O P= 2000 - 2t/1

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
Chapter6: Exponential And Logarithmic Functions
Section6.6: Exponential And Logarithmic Equations
Problem 81SE: Newton’s Law ofCooling states that the temperatureTof an object at any time t can be described by...
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The exponential equation describing the population at any time t with an initial population 4000 and
doubling time 1 months is
O P= 4000 - 21/t
O P= 4000 - 2 t/1
O P= 4000 - 2t/1
O P= 4000 - 2 1/t
O P= 2000 - 24/1
Transcribed Image Text:The exponential equation describing the population at any time t with an initial population 4000 and doubling time 1 months is O P= 4000 - 21/t O P= 4000 - 2 t/1 O P= 4000 - 2t/1 O P= 4000 - 2 1/t O P= 2000 - 24/1
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