Let me have a look at the inequality solution of the first-order quadratic equation with 4x ^ - 1 greater than or equal to 0. X ^ + X-6 less than 0. - x ^ - 3x + 10 greater than or equal to 0

Let me have a look at the inequality solution of the first-order quadratic equation with 4x ^ - 1 greater than or equal to 0. X ^ + X-6 less than 0. - x ^ - 3x + 10 greater than or equal to 0


4x^2-1>=0 (2x+1)(2x-1)>=0 x=1/2 x^2+x-6



The (x + 2) power of solving inequality 5 is greater than 2





How to solve the inequality that the x power of 2 is less than 5


Since LG function is an increasing function, it is not necessary to change the direction of the inequality when LG is taken on both sides of the inequality
In this question, take LG, X on both sides