Find the volume of the solid generated by revolving the region bounded by the graphs of the equations about the indicated axis.
$y = \frac { e ^ { x / 2 } } { \left( 1 + e ^ { x } \right) ^ { 5 / 2 } } , \quad y = 0 , \quad x = 0 , \quad x = 4 ;$ the $x$-axis

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The Answer of Find the volume of the solid generated by revolving the region bounded by the graphs of the equations about the indicated axis.
$y = \frac { e ^ { x / 2 } } { \left( 1 + e ^ { x } \right) ^ { 5 / 2 } } , \quad y = 0 , \quad x = 0 , \quad x = 4 ;$ the $x$-axis

Find the Volume of the Solid Generated by Revolving the Region