Answer
$V_{min}$ = 2.24800 cubic meters
$V_{max}$ = 4.20939cubic meters
Work Step by Step
Volume of cylinder V= pi * $r^{2}$ * h
r = radius = 1 cubit; h = length = 9 cubit
$V_{min}$ = pi * $(43/100)^{2}$ * 9 * (43/100) = 2.24800 cubic meters
$V_{max}$ = pi * $(53/100)^{2}$ * 9 * (53/100) = 4.20939cubic meters
