Chapter 1 : Integrals
Q. Find an anti derivative (or integral) of the given function by the method of inspection.
sin2x
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Q. Find the integral of (x1x)2dx
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Q. Find the integral of 23sinxcos2xdx
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Q. Find an anti derivative (or integral) of the given function by the method of inspection. e2x
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Q. Find an anti derivative (or integral) of the given function by the method of inspection.
sin2x4e3x
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Q. Find the integral of x(3x2+2x+3)dx
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Q. Find the integral of x3+5x24x2dx
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Q. Find the integral of secx(secx+tanx)dx
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Q. Find the integral of x3+3x+4xdx
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Q. Find the integral of x3x2+x1x1dx
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Q. Find an anti derivative (or integral) of the given function by the method of inspection.
cos3x
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Q. Find the integral of (2x2+ex)dx
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Q. Find the integral of (2x3cosx+ex)dx
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Q. Find the integral of (ax2+bx+c)dx
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Q. Find the integral of sec2xcosec2xdx
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Q. Find the integral of (2x23sinx+5x)dx
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Q. Find the integral of (4e3x+1)dx
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Q. Find the integral of x2(11x2)dx
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Q. Find an anti derivative (or integral) of the given function by the method of inspection.
(ax+b)2
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Q. Find the integral of (1+x)xdx
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