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Surface Area of a Cylinder

If V and C st...

Question

If V and C stand respectively for the volume and curved surface area of a cylinder with radius r of base then

$V C = π r$

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2V=Cr

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2C=Vr

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2r =VC

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Solution

The correct option is B
2V=Cr

Radius of the base of the cylinder =r
C =Curved surface area = $2 π r h$
$π r h = \frac{C}{2}$
V =Volume = $π r^{2} h$
$V = (π r h) r$
$V = \frac{C}{2} (r)$
$2 V = C r$

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