if the base radius of a right circular cylinder is halved keeping the hight same find the ratio of the volume reduce cylinder to that of the original cylinder.
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Step-by-step explanation:
First, Let the radius of original cylinder be r units
and the height of original cylinder be h units
Therefore, Radius of Reduced Cylinder(R) = r\2
Then, Volume Of Reduced Cylinder\Volume of Original Cylinder= πR²h\πr²h
=r²\(r\2)²
=r²\r²x4, Volume of reduced cylinder\ Volume of original cylinder
= 1\4
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