If a cylinder and cone of the Same radius and height then how many cones full of milk can fill the cylinder
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The volume of a Cone, Vc = (1/3) pi r^2 h
The volume of a Cyld Vcy = pi r^2 h
In your case the cone and cylinder have equal height (h), radius (r) and pi is a constant, so
both volumes share the term pi r^2 h so these cancel.
Therefore Vc is 1/3 the Vcy.
You need three cones to fill the cylinder
The volume of a Cyld Vcy = pi r^2 h
In your case the cone and cylinder have equal height (h), radius (r) and pi is a constant, so
both volumes share the term pi r^2 h so these cancel.
Therefore Vc is 1/3 the Vcy.
You need three cones to fill the cylinder
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