59. The height of two cylinders are equal and their radius
are in the ratio of 1: 4 respectively. What is the
respective ratio of the volume of the two cylinders?
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The height of two cylinders are equal and their radius
are in the ratio of 1: 4 respectively. What is the
respective ratio of the volume of the two cylinders?
Answered by
0
Height of both cylinders = h
Radius of first cylinder = r
Radius of another cylinder = 4r
Volume (v) =2πr²h
Ratio of volumes = 2πr²h : 2π(4r)²h
= r² : 16r²
= 1 : 16
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