Volume, V, of a cylinder with base radius, r, and height, h
is given by:
[tex]\begin{gathered} V=\pi\times r^2\times h \\ \pi\approx3.142 \\ \text{Hence} \\ \text{If r=2 and h=4.1} \\ V=3.142\times2^2\times4.1\approx51.52 \\ if\text{ r=2.2 and h=3.2} \\ V=3.142\times2.2^2\times3.2\approx48.66 \\ \text{if r=2.5 and h=2.7} \\ V=3.142\times2.5^2\times2.7\approx53.01 \\ \text{if }r=2.1\text{ and h=3.8} \\ V=3.142\times2.1^2\times3.8\approx52.64 \end{gathered}[/tex]Therefore cylindrical containers with dimensions as shown in options (a), (b), and (c) satisfy the given condition
