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PRADEEP PUBLICATION-INTEGRALS-EXERCISE
- True or False: int (1+cosx)/(x+sinx)dx=log|1+cosx|+C
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- True or False: int (2x+1+cosx)/(x^2+x+sinx)dx=log|x^2+x+sinx|+C.
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- Match the statements given in columen I with those given in column II.
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- If d/(dx)(phi(x))=f(x), then
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- If int f(x)dx=g(X)+C then
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- d/(dx)(int f(x)dx)=
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- One value of int f'(x)dx is
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- Evaluate int x^-1dx
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- Which of the following is not equal to int 1/sqrt(1-x^2)dx?
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- int e^x(f(x)+f'(x))dx is equal to :
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- inte^x(cosx- sinx)dx=
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- Evaluate int (dx)/(sin^(2)x cos^(2) x)
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- int 2^x(f'(x)+f(x)log2)dx is equal to:
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- int (x-1)/(x(x-logx))dx
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- Which of the following is not equal to int tanx sec^2x dx?
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- If int ((3e^x-5e^(-x)))/(4e^x+5e^(-x)))dx=ax+blog(4e^x+5e^(-x))+C, the...
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- int (cos2x-cos2theta)/(cosx-costheta)dx is equal to
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- If intg(x)dx=g(x), then int g(x)((x-1)/(1+x)^3)dx is equal to
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- int (log(x)-log(x+1))/(x(x+1))dx is equal to
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- int (cos sqrtx)/(sqrtx)dx is equal to
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