A rectangular warehouse is to have 3.300 square feet of floor area and is to be divided into $t$ vo rectangular rooms by an interior wall. Cost per runring foot is $$125$ for exterior walls and $$80$ for the interior wall. a) What dimensions will minimize total wall cost?. b) What is the minimum cost?

Question

A rectangular warehouse is to have 3.300 square feet of floor area and is to be divided into

t

vo rectangular rooms by an interior wall. Cost per runring foot is

$125

for exterior walls and

$80

for the interior wall. a) What dimensions will minimize total wall cost?. b) What is the minimum cost?

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