The solution set of the inequality `(log)_(10)(x^2-16)lt=(log)_(10)(4x-11)` is `4,oo)` (b) `(4,5)` (c) `((11)/4,oo)` (d) `((11)/4,5)`

Solution set of the inequality (log)_(0. 8)((log)_6(x^2+x)/(x+4))<0 is )

The solution set of the inequation |(1)/(x)-2| lt 4 , is

The solution set of the inequation (x+11)/(x-3) gt 0 is

Solution set of the inequality 1/(2^x-1)>1/(1-2^(x-1)) is 1,oo) (b) 0,(log)_2(4/3) (c) (-1,oo) (0,(log)_2(4/3)uu(1,oo)

The true solution set of inequality (log)_((x+1))(x^2-4)>1 is equal to 2,oo) (b) (2,(1+sqrt(21))/2) ((1-sqrt(21))/2,(1+sqrt(21))/2) (d) ((1+sqrt(21))/2,oo)

Find the solution of the inequality 2log_(1/4)(x+5)>9/4log_(1/(3sqrt(3)))(9)+log_(sqrt(x+5))(2)

If (log)_(10)[1/(2^x+x-1)]=x[(log)_(10)5-1] , then x= 4 (b) 3 (c) 2 (d) 1

The number of solution of log_(4)(x-1) = log_(2)(x-3) is

The domain of the following function is f(x)=(log)_2(-(log)_(1/2)(1+1/((x^(1/4)))-1) (a) (0,1) (b) (1,0) (1,oo) (d) (1,oo)

The real solutions of the equation 2^(x+2). 5^(6-x)=10^x^2 is/are 1 (b) 2 (c) (log)_(10)(250) (d) (log)_(10)4-3