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What will be the ratio of the surface area of a sphere and the curved surface area of the cylinder circumscribing the sphere?1). 1 ∶ 22). 1 ∶ 13). 2 ∶ 14). 2 ∶ 3 |
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Answer» We KNOW that, The surface area of SPHERE = 4πr2 The curved surface area of CYLINDER = 2πrh Diameter of sphere = HEIGHT of cylinder ⇒ 2r = h Ratio $(= \frac{{4{\rm{\pi }}{r^2}}}{{2{\rm{\pi rh\;}}}} = \frac{{4\pi {r^2}}}{{4\pi {r^2}}} = \frac{1}{1})$ |
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