An inequation in the form `log_(h(x)) f(x) <= log_(h(x)) g(x)`

An inequation in the form log_(g(x))f(x)>=0

An inequation in the form log _(g(x))f(x)<=0

An inequation of the form f(a^(x))>=0

An inequation of the form f^((1)/(2)n)(x)

An inequation of the form f^((1)/(2)n)(x)

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

If a function is defined as f(x)=sqrt(log_(h(x))g(x)) , where g(x)=|sinx|+sinx,h(x)=sinx+cosx,0lexlepi . Then find th domain of f(x) .

Number of integers satisfying the inequality log_((x+3))(x^2-x) lt 1 is

If x and alpha are real, then the inequation log_(2)x+log_(x)2+2cos alpha le 0