Question: Suppose that postal requirements specify that parcels must have length plus girth at most 60 inches. Consider the problem of finding the dimensions of

at most 60 inches. Consider the problem of finding the dimensions of

Suppose that postal requirements specify that parcels must have length plus girth at most 60 inches. Consider the problem of finding the dimensions of the square ended rectangular package of greatest volume that is mailable. Each square end is labeled with x and the remaining dimension is labeled with h. (a) Express the length plus the girth in terms of x and h. (b) Determine the objective and constraint equations. What is the constraint equation? What is the objective equation? The volume is V = O. (c) Express the quantity to be maximized as a function of x. v-O (d) Find the optimal values of x and h. inches and h = inches.

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