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In a food canned factory,the relationship between the production A(d)in KG and the time in days (d) is modeled by the following equation :A (d) 15(2 +9) a. After how many days the production can reach (324344)KG b. Show by graphing if A(d) is increasing or decreasing function c. Find number of days in term of A(d)

In a food canned factory,the relationship between the production A(d)in KG and the time in days (d) is modeled by the following equation :A (d) 15(2 +9) a. After how many days the production can reach (324344)KG b. Show by graphing if A(d) is increasing or decreasing function c. Find number of days in term of A(d)

Intermediate Algebra
Intermediate Algebra
10th Edition
ISBN:9781285195728
Author:Jerome E. Kaufmann, Karen L. Schwitters
Publisher:Jerome E. Kaufmann, Karen L. Schwitters
Chapter11: Exponential And Logarithmic Functions
Section11.CR: Review Problem Set
Problem 62CR
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In a food canned factory, the relationship between the production A(d)in KG and the time in days (d) is modeled by the following equation :A (d)= 15(2 + 9) a. After how many days the production can reach (324344)KG b. Show by graphing if A(d) is increasing or decreasing function c. Find numnber of days in term of A(d) C.
Transcribed Image Text:In a food canned factory, the relationship between the production A(d)in KG and the time in days (d) is modeled by the following equation :A (d)= 15(2 + 9) a. After how many days the production can reach (324344)KG b. Show by graphing if A(d) is increasing or decreasing function c. Find numnber of days in term of A(d) C.
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