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If . int(cos^(2)xsinx)/(sinx-cosx)dx=Alo...

If . `int(cos^(2)xsinx)/(sinx-cosx)dx=Alog|sinx-cosx|+(1)/(8)(sin2x+cos2x)+C,` then A is equal to

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If int(cos^(2)xsinx)/(sinx-cosx)dx=A log|sinx-cosx|+(1)/(8)(sin2x+cos2x)+C then A is equal to.

int(cosx+sinx)/(sin x-cos x)dx=

Knowledge Check

  • int(cos2x)/(sinx+cosx)dx=

    A
    `secx-cosx`
    B
    `sinx-cosx`
    C
    `sinx+cosx+c`
    D
    `secx+tanx+c`

  • inte^x((cosx-sinx)/(sin^2x))dx=

    A
    `e^xcosecx+c`
    B
    `-e^xcosecx+c`
    C
    `e^xsecx+c`
    D
    `-e^xsecx+c`

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