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Solve the equation (1-2(logx^(2))^(2))/(...

Solve the equation `(1-2(logx^(2))^(2))/(logx-2(logx)^(2))=1`

A

`(1)/(sqrt(10))`

B

`(1)/(sqrt(20))`

C

`root(3)(10)`

D

`sqrt(10)`

Text Solution

Verified by Experts

The correct Answer is:
A, C
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Knowledge Check

  • int_(e)^(e^(2)) (1/logx-1/((logx)^(2)))dx=

    A
    `(e(e-1))/2`
    B
    `(-e(e-1))/2`
    C
    `(e(e-2))/2`
    D
    `(-e(e-2))/2`

  • int(dx)/(xsqrt(1-(logx)^(2))=

    A
    `cos^(-1)(logx)+c`
    B
    `xlog(1-x^(2))+c`
    C
    `sin^(-1)(logx)+c`
    D
    `1/2cos^(-1)(logx)+c`

  • int{(1)/((logx))-(1)/((logx)^(2))}dx=?

    A
    x log x+C
    B
    `(x)/(logx)+C`
    C
    `x+(1)/(logx)+C`
    D
    none of these

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