A right circular cylinder has two congruent circular bases in parallel planes, with the line joining

Question

A right circular cylinder has two congruent circular bases in parallel planes, with the line joining their centres perpendicular to the bases. Its curved surface joins the two circular boundaries. A cylinder is not a polygonal prism, but it has the same volume rule: $V=Ah=\pi r^2h$, where $h$ is the perpendicular height and $r$ is the radius.

Accepted Answer

$V=\pi r^2h$ $\text{CSA}=2\pi rh$ $\text{TSA}=2\pi r^2+2\pi rh$

Volume and Surface Area of Cylinder

Volume and Surface Area of Cylinder

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