Description
A company estimates that the monthly cost of gradually implementing a new process in its factory can be modeled by the function f(n)=1/4 (2)^0.25n where n is the number of months since implementation began. This cost continues to change up to a maximum monthly cost of m(n)= 200 dollars. Once the monthly cost reaches the maximum of $200, the process is fully implemented.
a. Write an equation to determine the number of months until full implementation.
Explanation & Answer
Based on the given information, the equation to determine the number of months until full implementation would be
1/4 (2)^0.25n = 200 since full implementation occurs when the monthly cost reaches 200 dollars
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