a cone of radius 10 cm is divided into two parts by drawing a plane through the midpoint of its axis , parallel to its base . compare the volume of the two parts
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Let R be the radius at the base, and r be the radius at the parallel plane.
R=10 and r=R/2=5
Using the formula for the frustrum of the lower cone, we get;
V=175πh/6
Using the formula for the upper cone, we get;
v=25πh/6
Therefore; V:v
175πh/6:25πh/6
7:1
R=10 and r=R/2=5
Using the formula for the frustrum of the lower cone, we get;
V=175πh/6
Using the formula for the upper cone, we get;
v=25πh/6
Therefore; V:v
175πh/6:25πh/6
7:1
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