Q281.The value of [ ] f(x) -f(-x) dx ∫ a -a is equal to:
Integration, Applications Of Integration And Area Bounded By Curve questions
Q282.The value of the integral ∫ 1 -1 -1 -1 2 -1 2sin x + 3tan x + 4cos x dx 1 - x is:
Q283.The surface of the solid formed by the revolution of the curve 3 2 t x = t,y = t - 3 about axis is:
Q284.The whole area of the curve r = a cos 2θ is:
Q285.The length of the normal at the point (x,y) to the curve x -x a a 1 y = a e +e 2 is:
Q286.The function x x x f(x) = + +1 is: 2 e -1
Q287.The area bounded by the curves y = x2 and y = 2 x is
Q288.0 π ∫ 2 xsinx dx is equal to: 1+ cos x
Q289.The volume generated by the revaluation of the ellipse 2 2 x y 1 a b about its major axis:
Q291.The value of the integral / 2 0 (x)dx (x) x 2 is
Q292.The value of the integral a 3 0 0 r d dr is–
Q293.5n n r 1 1 lim n r →∞ →∞ = + + ∑ ∑ is equal to-
Q294.Length of curve 2/ 3 2/ 3 2/ 3 x y a in the first quadrant is–
Q295.The area of the region bounded by y x 1 and y 1 is–
Q296.The value of the integral 1 0 ∫∫ 2 0 (4- x - y)dx dy is:
Q297.The area enclosed by the curve y = 2 cos x and the x-axis, from x = 0 to x = 2π, is:
Q298.The volume of a sphere, whose surface area is (100π), is:
Q299.() () = − ∫ b a f(x)dx b a f r, where r is some number such that:
Q300.The value of 0 sinx cosx dx π + ∫ ∫ is:
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