hello there
I am having trouble start my term project in calculus III. this is Problem : your job is to design a closed rectangular box of minimum cost. suppose the box is to be of volume Vo cubic cm, and the cost of the material for the front and back sies is b dollars per square cm, c dollars per square cm for the left and right two sides, and d dollars per square for the top and bottom sides.
1) do the mathematics to find the dimensions of the box of minimum cost.
2) explain the ramification of various differences of the cost of the materials, i.e what happens to the dimensions of the b

Question

hello there
I am having trouble start my term project in calculus III. this is Problem : your job is to design a closed rectangular box of minimum cost. suppose the box is to be of volume Vo cubic  cm, and the cost of the material for the front and back sies is b dollars per square cm, c dollars per square cm for the left and right two sides, and d dollars per square for the top and bottom sides.
1) do the mathematics to find the dimensions of the box of minimum cost.
2) explain the ramification of various differences of the cost of the materials, i.e what happens to the dimensions of the b

anonymous · Answer

firstly suppose that dimensions of the box are  x,y,z|dw:1343317692740:dw|