Mark M. answered 10/31/22
Mathematics Teacher - NCLB Highly Qualified
s represents the side of the cross section (a square)
66 - 4s represents the length
V = (66 - 4s)s2
V = -4s3 + 66s2
V' = -12(s2 - 11s)
At what value of s is V' maximum?
Monkey D L.
asked 10/31/22Find the dimensions of the package of maximum volume that can be sent. (Assume the cross section is square.)
Mark M. answered 10/31/22
Mathematics Teacher - NCLB Highly Qualified
s represents the side of the cross section (a square)
66 - 4s represents the length
V = (66 - 4s)s2
V = -4s3 + 66s2
V' = -12(s2 - 11s)
At what value of s is V' maximum?
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