Solve the following inequation . (iv) ...

Solve the following inequation .
(iv) `log_(x^2)(x+2)lt1`

Verified by Experts

The correct Answer is:

x `in (-2,1)cup(2,infty)~{-1,0}`

Similar Questions

Explore conceptually related problems

Solve the following inequation . (xiv) log_((3x^2+1))2lt1/2

Solve the following inequation . (ii) log_(2x)(x^2-5x+6)lt1

Solve the following inequation . (i) log_((2x+3))x^2lt1

Solve the following inequation . (iii) log_(2)(2-x)ltlog_(1//2)(x+1)

Solve the following inequation . (vi) log_(1//2)(3x-1)^2ltlog_(1//2)(x+5)^2

Solve the following inequation . (viii) log_10(x^2-2x-2)le0

Solve the following inequation . (xi) log_(2x+3)x^2ltlog_(2x+3)(2x+3)

Solve the following inequation . (vii) log_(10)x+2lelog_10^2x

Solve the following inequation . (xvii) log_2(9-2^x)le10^(log_10(3-x))

Solve the following inequation . (xiii) (x^2+x+1)^xlt1