At a particular value of

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

Problem

At a particular value of yy, a horizontal slice of a planar region has left boundary at x=xL(y)x = x_L(y) and right boundary at x=xR(y)x = x_R(y). Which differential expression represents the area of this slice to be used in a definite integral with respect to yy? (a) (xR(y)+xL(y)) dy(x_R(y)+x_L(y))\,dy (b) xR(y)−xL(y)dy\dfrac{x_R(y)-x_L(y)}{dy} (c) (xR(y)−xL(y)) dy(x_R(y)-x_L(y))\,dy (d) (xL(y)−xR(y)) dy(x_L(y)-x_R(y))\,dy

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