a. The sales of a book publication are expected to grow according to the function S= 300000(1-e-0.061), where t is the time, given in days. Show using differentiation that the sales neverattains an exact maximum value. What is the limiting value approached by the sales function? 1. 2.

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Chapter6: Exponential And Logarithmic Functions
Section6.7: Exponential And Logarithmic Models
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a. The sales of a book publication are expected to grow according to the function
S= 300000(1-e-0.06+), where ț is the time, given in days.
Show using differentiation that the sales never attains an exact maximum value.
1.
2.
What is the limiting value approached by the sales function?
Transcribed Image Text:a. The sales of a book publication are expected to grow according to the function S= 300000(1-e-0.06+), where ț is the time, given in days. Show using differentiation that the sales never attains an exact maximum value. 1. 2. What is the limiting value approached by the sales function?
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