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In a right pyramid, whose base is a square, a maximum cone is placed such thatits base is in the base of the pyramid and vertex at the vertex of the pyramid.Find the ratio of the volume of pyramid to that of the cone

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volume of pyramid=(1/3)*area*height
volume of cone=(1/3)*3.14*radius^2*Height
given base a=2(radius of cone)
ratio =vol of pyramid/vol of cone
=((1/3)*a^2*h)/((1/3)*3.14*(a/2)^2*h)
=4:3.14
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