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if 0 lt x lt 1 Then the correct inequal...

if `0 lt x lt 1` Then the correct inequality is :

A

`x lt sqrt""xltx^(2)`

B

`sqrt""xlt x lt x^(2)`

C

`x^(2)ltxltx`

D

`sqrt""xlt x^(2) lt sqrt""x`

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Knowledge Check

  • Let 0 lt x lt 1 . Then the correct inequality is

    A
    `xlt sqrt(x) lt x^(2)`
    B
    ` sqrt(x) lt x lt x^(2)`
    C
    ` x^(2) lt x lt sqrt(x)`
    D
    ` sqrt(x) lt x^(2) lt x`

  • Let 0 lt x lt 1. Then the correct inequality is

    A
    `x lt sqrtx lt x ^(2)`
    B
    `sqrtx lt x lt x ^(2)`
    C
    `x ^(2) lt x lt sqrtx`
    D
    `sqrtx lt x ^(2) lt x`

  • If x lt 0 lt y , then :

    A
    `1/x^2 lt 1/xy lt 1/y^2`
    B
    `1/x^2 lt 1/xy lt1/y^2`
    C
    `1/x lt 1/y`
    D
    `1/x gt 1`

    • Similar Questions

    Explore conceptually related problems

    Solve the inequality: tan x lt 2

    For 0 lt m lt 1 , which one of the following is correct ?

    If 0 lt a lt 1 , then the solution set of the inequation (1+(log_(a)x)^(2))/(1+(log_(a)x)) gt1 , is

    If -1 lt x lt 0 , then cos^(-1) x is equal to

    Solution of inequality |x-1|lt 0 is

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