Sketch the solid that results when the region enclosed by the given equations is revolved about the y -axis.

y = x²
y = 2 x

All space between a floor and ceiling that is enclosed on all sides by solid walls or windows, except doors that stretch from the floor to the ceiling, is referred to as an enclosed area.

What do you mean by the region that a closed curve encloses?

The sum of all infinitely thin rectangles with height f(x), enclosed by the curve y=f(x), and the x-axis between x=a and x=b, is what we mean when we write baf(x)dx.

Whether contained or not?

Use enclosed at all times. No longer regarded as a regular variety, enclosed would even be mistaken for another word by many readers.
Use enclose, encloses, and enclosing rather than inclose for other words that are similar to enclosed.

The graph is attached in equation y = x² , y = 2 x

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Sketch the solid that results when the region enclosed by the given equations is revolved about the y -axis. y = x² y = 2 x

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Sketch the solid that results when the region enclosed by the given equations is revolved about the y -axis.

y = x²
y = 2 x