Find the range of value of X for each for the following inequalities
8-4x/x+5>1-x
(8-4x)/(x+5) > 1-x
If x+5 > 0,
8-4x > (x+5)(1-x)
8-4x > -x^2-4x+5
x^2+3 > 0
This is true for all x, but the initial condition was that x > -5. So, that is the domain: x > -5
If x+5 < 0,
8-4x < (x+5)(1-x)
8-4x < -x^2-4x+5
x^2 < √3
But, we said x < -5, so no solutions hers.