Answered You can buy a readymade answer or pick a professional tutor to order an original one.
Hi, I am posting a question from the topic Optimization in Calculus I. The prerequisite in solving this question : a) Understanding of global maxima and global minima using the first and second deriv
Hi,
I am posting a question from the topic Optimization in Calculus I. The prerequisite in solving this question :
a) Understanding of global maxima and global minima using the first and second derivative tests.
b) Differentiation rule.
Question :
A rectangular storage container with an open top is to have a volume of \(10m^3\). The length of its base is twice the width. Material for the base costs \($10\) per square meter. Material for the side costs \($6\) per square meter. Find the cost materials for the cheapest such container.
 @
 ANSWER

Tutor has posted answer for $10.00. See answer's preview
****** ************************* **** **************** ***** ****** ****** ** *** *** and ************** ****** of the boxWrite **** *** volume ********** *** *** ***** boxUse the ***** constraint * ****** of *** base is ***** the ****** to substitute ** ****** ********** *** ***** for\(z\)Write *** cost function *** *** given ******* ********************************** into cost ******** ******** *** ******* ** * ******** ** *** variableApply second ********** **** ** minimize **** ******** *** ******** *** minimum ************ *********** *** ** ***** ** the **********