II. Problem Solving. Solve the following problems with complete solution. Diagram is also necessary to illustrate the solution: 45-52. (Derivatives of Exponential Function) Suppose that the sales of PC Printer increase rapidly and then gradually level off. Its sales is approximated by the growth function S(t)= 150,000-90000eª Where t is the number of years the product has been on the market. a. Find S(5). b. Find the rate of change of sales of the number of units of the product sold in the 5th year.

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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II. Problem Solving. Solve the following problems with complete solution. Diagram is also necessary to
illustrate the solution:
45-52. (Derivatives of Exponential Function) Suppose that the sales of PC Printer increase rapidly and then
gradually level off. Its sales is approximated by the growth function
S(t)= 150,000-90000eª
Where t is the number of years the product has been on the market.
a. Find S(5).
b. Find the rate of change of sales of the number of units of the product sold in the 5th
year.
Transcribed Image Text:II. Problem Solving. Solve the following problems with complete solution. Diagram is also necessary to illustrate the solution: 45-52. (Derivatives of Exponential Function) Suppose that the sales of PC Printer increase rapidly and then gradually level off. Its sales is approximated by the growth function S(t)= 150,000-90000eª Where t is the number of years the product has been on the market. a. Find S(5). b. Find the rate of change of sales of the number of units of the product sold in the 5th year.
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