In: Math
A canned soup company wishes to design an optimal can for making a profit. The cost of the tin used for the can is 5 cents per cm^2. Suppose each can must contain 500 ml of soup. Find the dimensions of the can that minimize the cost. Justify your answer.
To minimize cost, we will use concept of maxima and minima of calculus and will take derivatives of C to get value of radius (r) which minimizes cost