a solid metal core with radius of base 12cm and height 24cm is malted to form solid spherical balls of diameter 6cm each. find the number of balls thus formed
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Step-by-step explanation:
Let the number of balls formed are n As per statement, Volume of metal cone = Total volume of n spherical balls Volume of cone = n(Volume of any spherical ball) 1/3 π r2 h = n (4/3 π r3) 122 x 24 = n x 108 or n = 32 Therefore, 32 spherical balls can be formed.
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