a cylinder has radius r and height h if the radius and height of a cylinder are doubled then a new cylinder is obtained find the ratio of curved surface area of the original cylinder to that of the new cylinder
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Step-by-step explanation:
As we know that
Curved area of cylinder =2πrh where r and h are radius and height, respectively.
Area of the ends of cylinder =πr
2
+πr
2
=2πr
2
According to the question,
Area of curve =2× Area of ends
2πrh=2×2πr
2
h=2r⇒
r
h
=2
Hence,
h:r=2:1
This is the required solution.
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