Consider a rectangular box B that has a bottom and sides but no top and has minimal
Question:
Consider a rectangular box B that has a bottom and sides but no top and has minimal surface area among all boxes with fixed volume V = 64 m3.
(a) Do you think B is a cube as in the solution to Exercise 54? If not, how would its shape differ from a cube?
Data From Exercise 54
Show that the rectangular box (including the top and bottom) with fixed volume V = 27 m3 and smallest possible surface area is a cube (Figure 25).
(b) Find the dimensions of B and compare with your response to (a).
Fantastic news! We've Found the answer you've been seeking!
Step by Step Answer:
Related Book For
Question Posted: