A cylindrical can is to have a volume of 36 $\pi$cubic inches. The cost of the material used for the top and bottom of the can is 4 cents per square inch, and the cost of the material used for the curved side is 3 cents per square inch. Express the cost in cents of constructing the can as a function of its radius.

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The Answer of A cylindrical can is to have a volume of 36 $\pi$cubic inches. The cost of the material used for the top and bottom of the can is 4 cents per square inch, and the cost of the material used for the curved side is 3 cents per square inch. Express the cost in cents of constructing the can as a function of its radius.

A Cylindrical Can Is to Have a Volume of 36 π\piπ

A Cylindrical Can Is to Have a Volume of 36 $\pi$