find the maximum volume of cone that can be cut out of a solid hemisphere of radius small r
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Radius of hemisphere = r.
So the height of cone must be r.
And radius of cone is r too.
So volume of cone = 1/3 * (πr²h)
h = r.
So, 1/3 * πr³
So the height of cone must be r.
And radius of cone is r too.
So volume of cone = 1/3 * (πr²h)
h = r.
So, 1/3 * πr³
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