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MODERN PUBLICATION-INTEGRALS-7(e )SHORT ANSWER QUESTION TYPE
- v31
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- int x sin x dx
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- Evaluate int x sin 3x dx.
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- Evaluate int x cos x dx.
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- (i) int x sec^2 x dx (ii) int x cos^2 x dx
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- int x cos 2x sin 4x dx
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- (i) int sec^3 x dx (ii) int cosec^3 x dx
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- int sin sqrtx dx
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- (i) int x^2 e^x dx (ii) int x^2 e^(3x) dx (ii) int x^3 e^x dx
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- int x^2 e^(-2x) dx
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- (i) int x^2 sin x dx (ii) int x^2 sin 2x dx
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- int (1-x^2) sin 2x dx
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- int x^2 cos^2 x dx
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- Evaluate: (i) intxcos^3x^2sinx^2\ dx (ii) intsin^7x\ dx
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- (i) int x^3 sin x^2 dx (ii) int x^3 cos x^2 dx
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- intx^(2n-1)cosx^n dx
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- int (tan ^-1 x^2) x dx
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- int x log x, dx
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- (i) int x^2 log x dx (ii) int (x^2+1) log x dx
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