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int sec^(2)"cosec"^(2) x dx=...

`int sec^(2)"cosec"^(2) x dx=`

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int sec ^(2) x cosec ^(2) x dx on I subR\\ ({n pi : n in Z} uu{(2n +1) (pi)/(2), n in Z}).

Find the values of the following integrals int sec^(2) x cosec^(4) x dx

int sec^(2) " x cosec"^(4) x dx = - (1)/(3) cot^(3) x + k tan x - 2 cot x + c rArr k =

If int sec^(2) x "cosec"^(4) x dx =-1/3 cos^(3)x + k tanx - 2cot x+c , then k is equal to

Evaluate the integerals. ine sec ^(2)x cosec ^(2) x dx on I sub R\\ ({n pi :n in Z} uu{(2n +1)(pi0/(2):n in z}).

int sin^(2)x sec^(2) x dx =

Find the following integrals int(sec^(2)x)/(cosec^(2)x)dx

int "cosec"^(6)x dx=

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VGS PUBLICATION-BRILLIANT-MOST IMPORTANT QUESTIONS- INDEFINITE INTEGRALS(VERY SHORT ANSWER TYPE QUESTIONS)
  1. int (1+cos x)/(1-cos x)dx=

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  2. Evaluate the integerals. int (1)/(1+cos x) dx on I sub\\{(2n +1...

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  3. int sec^(2)"cosec"^(2) x dx=

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  4. Evaluate the integerals. int ((a ^(x) -b^(x))^(2))/(a ^(x)b^(x))dx,...

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  5. Evaluate the integerals. int (sin(log x))/(x)dx on (-1, oo)

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  6. Evaluate the following integrals. int(log(1+x))/(1+x)dx

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  7. Evaluate the integerals. int (1)/(x log x [log g (log x)])dx on (1...

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  8. Find int (1-(1)/(x^2))e^((x+(1)/(x)))dx on I where I=(0,oo) .

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  9. Evaluate : int(e^(xx)(1+x))/(cos^(2)(xe^(xx)))dx" on "IsubR//{x""inR:c...

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  10. Evaluate the integerals. int (sin(Tan ^(-1) x))/(1+x^(2))dx, x in ...

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  11. Evaluate the following integrals. int(x^(8))/(1+x^(18))dx

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  12. Evalute the following integrals int (2x^(3))/(1 + x^(8)) dx

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  13. int sec x log (sec x+ tan x)dx=

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  14. int e^(-x)(sin x-cos x)dx=

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  15. Evaluate the integerals. int e ^(x) (sec x + sec x, tan x) dx on ...

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  16. Evalute the following integrals int e^(x) (tan x + log sec x ) dx

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  17. Evalute the following integrals int e^(x) ((x log x + 1)/(x ) ) dx

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  18. int e^x((1+x))/((2+x)^2) dx

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  19. Evaluate the following integrals. int(dx)/((x+5)sqrt(x+4))

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  20. int (dx)/((x+1)(x+2))

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