A company makes cylindrical cans of radius r and height h at a cost of a cents per unit area for the top and bottom and b cents per unit area for the side. Express the cost of producing a can as a function of the two variables r, and h.
Enter your answer in the form: $2 \pi r ( \mathrm { cr } \pm \mathrm { dh } )$

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The Answer of A company makes cylindrical cans of radius r and height h at a cost of a cents per unit area for the top and bottom and b cents per unit area for the side. Express the cost of producing a can as a function of the two variables r, and h.
Enter your answer in the form: $2 \pi r ( \mathrm { cr } \pm \mathrm { dh } )$

A Company Makes Cylindrical Cans of Radius R and Height 2πr(cr±dh)2 \pi r ( \mathrm { cr } \pm \mathrm { dh } )2πr(cr±dh)

A Company Makes Cylindrical Cans of Radius R and Height $2 \pi r ( \mathrm { cr } \pm \mathrm { dh } )$