find the volume of the largest right circular cone that can fit in a cube whose edges 14 cm.
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diameter of the cone (d) =edge of the cube =14cm
radius of the cone (r) = d/2=14/2 =7cm
height of the cone (h) = edge of the cube = 14cm
volume (v) = pi*r^2*h/3
= (22/7) * 7^2* 14/3
= (22*7*7*14)/(7*3)
=(22*7*14)/3
=718.66 cubic centimeters
radius of the cone (r) = d/2=14/2 =7cm
height of the cone (h) = edge of the cube = 14cm
volume (v) = pi*r^2*h/3
= (22/7) * 7^2* 14/3
= (22*7*7*14)/(7*3)
=(22*7*14)/3
=718.66 cubic centimeters
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