A cylinder is within the cube touching all the ve

Question

A cylinder is within the cube touching all the vertical face. A cone is a inside the cylinder. There for height are the same within the same base find the ratio of their Volume .

Arun · Accepted Answer

Dear student Assume that the length of all edges of the cube=x unitsFormula for volume of cube=x³ cube unitDue an occurrence that the cylinder is within the cube &it touches all the vertices faces of the cube.Therefore radius of the base of the cylinder & cone & height of cylinder of a cone=xVolume of the cylinder=π×{x/2}²×x=22/7×x³/411/14x³ cube unitVolume of cone should be=1/3π{x/2)²×x=11/42 cubic unitRequired ratio=volume of cube:volume of cylinder:volume of cone=x³:11/14x³:11/42x³=42:33:11 Thanks and regards

9 grade maths> A cylinder is within the cube touching al...

A cylinder is within the cube touching all the vertical face. A cone is a inside the cylinder. There for height are the same within the same base find the ratio of their Volume .

Asad Qureshi , 4 Years ago

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9 grade maths> A cylinder is within the cube touching al...

A cylinder is within the cube touching all the vertical face. A cone is a inside the cylinder. There for height are the same within the same base find the ratio of their Volume .

Asad Qureshi , 4 Years ago

Arun

Provide a better Answer & Earn Cool Goodies

LIVE ONLINE CLASSES

Ask a Doubt

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