Question

How do you solve `abs(6x+5)<-1`?

Answer 1

There is no solution.

Explanation:

Consider what the absolute value function `|x|` actually does. Regardless of the sign of `x`, `|x|` is always greater than or equal to 0.

Now, the inequality wants us to find all values of `x` such that `|6x + 5| < -1`, but `|6x + 5| >= 0` for all `x`.

There is no solution.