The base of a solid, S, is the region enclosed by the graph of y = √1-x in the first quadrant. The cross sections, perpendicular to the y axis, are squares.

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The base of a solid, S, is the region enclosed by the graph of y = √1-x in the first quadrant. The cross sections, perpendicular to the y axis, are squares.
Select the integral representing the volume of this solid.
ⒸS (1- y²) dy
ⒸS √1-x de
2
S (√1 − x)²³ dx
None of these
f (1 - y²) ² dy
Transcribed Image Text:The base of a solid, S, is the region enclosed by the graph of y = √1-x in the first quadrant. The cross sections, perpendicular to the y axis, are squares. Select the integral representing the volume of this solid. ⒸS (1- y²) dy ⒸS √1-x de 2 S (√1 − x)²³ dx None of these f (1 - y²) ² dy
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