![A parabola x = y2 with 0 £ x £ 1 is shown in the figure. The volume of the solid of rotation obtained by rotating the shaded area by 360° around the x-axis is](https://www.gkseries.com/blog/wp-content/uploads/2023/08/A-parabola-x-y2-with-0-x-1-is-shown-in-the-figure.-The-volume-of-the-solid-of-rotation-obtained-by-rotating-the-shaded-area-by-360°-around-the-x-axis-is.jpg)
Q. A parabola x = y2 with 0 £ x £ 1 is shown in the figure. The volume of the solid of rotation obtained by rotating the shaded area by 360° around the x-axis is
![](https://www.gkseries.com/blog/wp-content/uploads/2023/08/image-54.png)
![](https://www.gkseries.com/blog/wp-content/uploads/2023/08/Screenshot-638.png)
Ans: π/2
Sol:
![](https://www.gkseries.com/blog/wp-content/uploads/2023/08/Screenshot-639.png)
Q. A parabola x = y2 with 0 £ x £ 1 is shown in the figure. The volume of the solid of rotation obtained by rotating the shaded area by 360° around the x-axis is
Ans: π/2
Sol:
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