a solid is hemispherical at the bottom and conical above . if the surface areas of the two parts are equal , then the ratio of its radius and the height of its conical part is _________
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Let radius ( r ) = x
l = 2x
h = √ l² - r²
h = √ ( 2x )² - x²
h = √ 3x²
h = √3 x
∴ Ratio of r and h = x : √3 x
r : h = 1 : √3
i hope this will useful to u.
l = 2x
h = √ l² - r²
h = √ ( 2x )² - x²
h = √ 3x²
h = √3 x
∴ Ratio of r and h = x : √3 x
r : h = 1 : √3
i hope this will useful to u.
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Answered by
60
I hope this helps you..
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