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Cylinder A has radius 1 m and height 4 m. Cylinder B has radius 2 m and height 4 m. Find the ratio of the volume of cylinder A to the volume of cylinder B.
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Volume of a cylinder = \[\ \pi r ^{2}h\] \[V _{a}=\ \pi \times 1^{2}\times 4\] \[V _{b}=\pi \times 2^{2}\times 4\] \[\frac{V _{a}}{V _{b}}=\frac{\ \pi \times 4}{\pi \times 4\times 4}=?\]
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