Consider the 3-sided region bounded by $x=0$ , $y=4$ and $y=\sqrt{x}$ .The exact volume of the solid obtained when this region is rotated around the line x = -3 can be written as $\frac{Q \pi}{15}$ .Find Q.

Question

Quizplus · Accepted Answer

The Answer of Consider the 3-sided region bounded by $x=0$ , $y=4$ and $y=\sqrt{x}$ .The exact volume of the solid obtained when this region is rotated around the line x = -3 can be written as $\frac{Q \pi}{15}$ .Find Q.

Consider the 3-Sided Region Bounded By x=0x=0x=0 y=4y=4y=4 And y=xy=\sqrt{x}y=x​ The Exact Volume of the Solid Obtained When This Region

Consider the 3-Sided Region Bounded By $x=0$ $y=4$ And $y=\sqrt{x}$ The Exact Volume of the Solid Obtained When This Region