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inte^(tanx)(secx-sinx)dx"is equal to"...

`inte^(tanx)(secx-sinx)dx"is equal to"`

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Knowledge Check

  • The value of int(dx)/(cosx-sinx) is equal to -

    A
    `(1)/(sqrt(2))"log"|tan((x)/(2)-(3pi)/(8))|+c`
    B
    `(1)/(sqrt(2))"log"|"cot"(x)/(2)|+c`
    C
    `(1)/(sqrt(2))"log"|tan((x)/(2)+(3pi)/(8))|+c`
    D
    `(1)/(sqrt(2))"log"|tan((x)/(2)-(pi)/(8))|+c`

  • The value of int (sinx)/(sin(x-a)) dx is equal to -

    A
    `(x-a)cosa+sina log|sin(x-a)|+c`
    B
    `(x-a)cosx+ log|sin(x-a)|+c`
    C
    `sin(x-a)+sinx+c`
    D
    `cos(x-a)+cosx+c`

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    int(secx)/(sqrt(cos2x)) dx is equal to

    I=int(e^x(1+sinx))/(1+cosx)dx is equal to

    int sqrt(1+sinx)dx " is equal to "

    int(ln(tanx)/(sinxcosx)dx is equal to (a) 1/2ln(tanx)+c (b) 1/2ln(tan^2x)+c (c) 1/2(ln(tanx))^2+c (d) none of these

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