Find the minimum cost of a rectangular box of volume 180 cm3 whose top and bottom cost 2 cents per cm2 and whose sides cost 5 cents per cm2.  Round your answer to nearest whole number cents.


Discover how to find the minimum cost of constructing a rectangular box with a volume of 180 cm3. This problem involves optimizing costs for the top, bottom, and sides of the box, with specific costs per cm2. Suitable for students in Grades 9-12 studying geometry and optimization problems.

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