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I=int (sinx+cosx)/sqrt(1-sin2x) dx...

`I=int (sinx+cosx)/sqrt(1-sin2x) dx`

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Step by step text solution for I=int (sinx+cosx)/sqrt(1-sin2x) dx by MATHS experts to help you in doubts & scoring excellent marks in Class 7 exams.

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Knowledge Check

  • The value of integral I=int(sinx+cosx)/sqrt(1+sin 2x) dx is

    A
    `sqrt(1+cos2x)`
    B
    `sqrtx`
    C
    x
    D
    `sqrt(1+2x)`

  • The value of integral I=int(sinx+cosx)/sqrt(1+sin 2x) dx is

    A
    `sqrt(1+cos2x)`
    B
    `sqrtx`
    C
    x
    D
    `sqrt(1+2x)`

  • int(sinx-cosx)/(sqrt(1-sin2x))e^(sinx)cosx dx is equal to

    A
    `e^(sinx)+C`
    B
    `e^(sinx-cosx)+C`
    C
    `e^(sinx+cosx)+C`
    D
    `e^(cosx-sinx)+C`

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