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find the radius "R" of the largest sphere that can be fitted in a closed right circular cone with radius "r" and height"h" in terms of r and h.
Dear ajinkya
sinΘ = R/(h-R)
and
sinΘ = r/√(r2 +h2)
so
r/√(r2 +h2) = R/(h-R)
simplyfy
R = h/[1+√(1 +(h/r)2)]
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