Hey genius!Answer this question↓A solid is in shape of cone standing

1.	Hey genius!Answer this question↓A solid is in shape of cone standing on hemisphere with both radii being equal to 1cm and height of cone is equal to its radius .find the volume of solid in terms of π
Answer» QUESTION: A solid is in shape of cone standing on hemisphere with both radii being equal to 1cm and height of cone is equal to its RADIUS .find the volume of solid in terms of π. Given: Radius = 1cm Height = 1cm To find: Volume of solid Solution: Here, R= 1cm H = 1cm Volume of solid= volume of conical part+volume of hemispherical point Volume of cone = 1/3πr^3 Volume of hemisphere = 2/3πr^3 Volume of solid = 1/3π(l)^2[1+2(1)] =>1/3π × 1 × 3 => π cm^3.

Hey genius!Answer this question↓A solid is in shape of cone standing on hemisphere with both radii being equal to 1cm and height of cone is equal to its radius .find the volume of solid in terms of π

Answer»

A solid is in shape of cone standing on hemisphere with both radii being equal to 1cm and height of cone is equal to its RADIUS .find the volume of solid in terms of π.

Given: Radius = 1cm

Height = 1cm

To find: Volume of solid

Solution: Here, R= 1cm

H = 1cm

Volume of solid= volume of conical part+volume of hemispherical point

Volume of cone = 1/3πr^3

Volume of hemisphere = 2/3πr^3

Volume of solid = 1/3π(l)^2[1+2(1)]

=>1/3π × 1 × 3

=> π cm^3.

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