The volume of a cylinder of radius r is 1/4 of the volume of rectangular box witha square base of side length x. If the cylinder and the box have eual heights, then what is the value of r int terms of x
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volume of cylinder = 1/4 volume of cuboid
πr^2h= 1/4( lenght* breadth* height)
πr^2=1/4(side * side)
cancelling height from both sides as they are equal and length and breadth are same as base is square
πr^2=1/4(x^2)
r= x/2√π
πr^2h= 1/4( lenght* breadth* height)
πr^2=1/4(side * side)
cancelling height from both sides as they are equal and length and breadth are same as base is square
πr^2=1/4(x^2)
r= x/2√π
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