Find the volume V of the solid obtained by rotating the region bounded by the given curves about the specified line.

the required volume is pi() x^2 dy taken between y=4 to y=6

7x = e^y

x = 1/7 * e^y

x^2 = 1/49 * e ^(2y)

pi * 1/49 *1/2 * e^(2y) taken between y =4 to y=6

1/98 * pi* (e^12- e^8)

5121.881

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