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MODERN PUBLICATION-INTEGRALS-EXERCISE
- Find the following integrals: int (x^(2/3) +2e^(x) - (1/x))dx
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- write down the integrals of the following : 2x-3cosx+e^x
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- Evaluate the following integrals : int(3cosec^2x-5x+sinx)dx
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- Evaluate the following integrals (16-17) : int(sinx+cosx+x^(5/2))dx
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- Evaluate the following : intsqrt(1-cos2x)dx.
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- Evaluate the following : intsqrt(1-sin2x)dx.
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- Evaluate the following : inttan^-1 sqrt((1-sinx)/(1+sinx))dx.
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- Evaluate the following (18-24) : int(cosx+cosec^2x-x^8+1)dx.
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- Evaluate the following (18-24) : int(e^4+3cosx-4x^3+2)dx.
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- Evaluate the following (18-24) : int(e^(xloga)+e^(alogx)+e^(aloga))dx.
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- Evaluate the following (18-24) : int(x-1)/(x+1)dx.
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- Evaluate the following (18-24) : int(x-4)^3/x^2dx.
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- Evaluate the following (18-24) : int1/(1+sinx)dx.
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- Evaluate the following (18-24) : int1/(1-sinx)dx.
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- Evaluate the following (18-24) : int(1)/(1-cosx)dx
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- Evaluate the following (18-24) : int(1)/(1+cosx)dx
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- Evaluate the following (18-24) : int(cosx)/(1+cosx)dx
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- If f'(x) = x -(3)/(x^2). F (1) = (11)/(2), find f(x)
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- If f'(x) = a sin x + b cos x and f'(0) = 4,f(0) = 3, f((pi)/(2))= 5, f...
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- Evaluate : int tan x dx.
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