The curves and enclose a region in the plane

MATHEMATICS · Single correct · CBSE · Mathematics · Applications of Integrals · Applications of Integrals

Problem

The curves x=y2−4x = y^{2} - 4 and x=2y−1x = 2y - 1 enclose a region in the plane. When the area of this region is computed by integrating with respect to yy, which of the following are the correct limits of integration? (a) y=−3 to y=1y = -3 \text{ to } y = 1 (b) y=1 to y=3y = 1 \text{ to } y = 3 (c) y=−1 to y=3y = -1 \text{ to } y = 3 (d) y=−1 to y=1y = -1 \text{ to } y = 1

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