When does absolute value equations become All Real #'s and no solution?
So abs(7 minus 3x) > negative 4 why all reals?
When does it become no real solution?
Re: When does absolute value equations become All Real #'s and no solution?
From what you have written, I am not quite sure what you are asking.
The equation you gave does in fact have solutions. Because of the nature of the absolute value, any x-value you put into the equation will either result in zero or a positive number, the minimum value being zero. I am certain that you know 0 > -4, so this equation is true for all real values, because, as I just mentioned, any x-value will yield zero or a positive number.
