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Well, to find the surface area of such a cylinder, one would need to find the area of the base and multiply it by two (for there are two identical bases in a cylinder), and then add the area of the "rectangle" wrapped around the cylinder. So, you could make an equation like this:

((62*pi)*2)+(16*((6*2)*pi))=SA

That would simplify to approximately 829.38 ft.2, if I'm not mistaken.

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