calculus (I).....A metal storage tank with volume V is to be constructed in the shape of a right circular cylinder surmounted by a hemisphere. What dimensions will require the least amount of metal?

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calculus (I).....A metal storage tank with volume V is to be constructed in the shape of a right circular cylinder surmounted by a hemisphere. What dimensions will require the least amount of metal?

Mathematics
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volume of a right circular cylinder with a sphere on top.
the question is so vague to me so in the answer do I include any type of formula?
They are describing something that looks like a soda can but the top is like half a globe. So if you were making that what dimensions to make it the smallest possible

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So you would need the surface area of a right circular cylinder but missing a top and topped with the surface area of a half globe
ooo ok that made sense thank you :)

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