Home
Class 11
MATHS
complete set of x satisfying the inequal...

complete set of x satisfying the inequality `3^(log_3(sqrt(x-1))lt3^(log_3(x-6))+3`

Promotional Banner

Similar Questions

Explore conceptually related problems

3^(log_(3))sqrt(x-1)<3^(log_(3)(x-6))+3

Sum of integral values of x satisfying the inequality 3^((5/2)log_3(12-3x))-3^(log_3(x))>32

Sum of integral values of x satisfying the inequality 3^((5/2)log_3(12-3x))-3^(log_2(x))>32

Solve the following inequation . (v) 3^(log_3sqrt((x-1)))lt3^(log_3(x-6))+3

Solve the following inequation . (v) 3^(log_3sqrt((x-1)))lt3^(log_3(x-6))+3

Solve the following inequation . (v) 3^(log_3sqrt((x-1)))lt3^(log_3(x-6))+3

Solve the following inequation . (v) 3^(log_3sqrt((x-1)))lt3^(log_3(x-6))+3

Complete set of values of x satisfying the inequality x-3 lt sqrt(x^2+4x-5) is

Values of x satisfying the equation abs(log_sqrt3 x-2)-abs(log_3 x-2)=2 are

Set of values of x satisfying the inequality (sqrt(x+1))/(x+1)>sqrt(3-x) is