A sphere radius of 10cm is melted and made into a cone of height 10cm . Find the diameter of the cone .
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Given,
Diameter of the sphere = 20 cm
Height of cone graven out of the sphere = 16 cm.
The radius of the bottom of the cone = r
=> 16 × (20–16) = 64, or r = 8 cm
Volume of the sphere = (4/3)(22/7)×10
=> 4190.47619 cc …(1)
Volume of the cone = (1/3)(22/7) 8 × sixteen
=> 1072.761905 cc …(2)
The quantitative relation of the quantity of the sphere thereto of the cone
=> 4190.47619 : 1072.761905 or three.90625 : one or 125:32.
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@GauravSaxena01
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