Question

how do you solve the inequality of a graph?

Answer 1

u mean like two inequalities?
just graph them and find where they overlap

Answer 2

First off, let me say that graphing linear inequalities is much easier than your book makes it look. Here's how it works:

Think about how you've done linear inequalities on the number line. For instance, they'd ask you to graph something like x > 2. How did you do it? You would draw your number line, find the "equals" part (in this case, x = 2), mark this point with the appropriate notation (an open dot or a parenthesis, indicating that the point x = 2 wasn't included in the solution), and then you'd shade everything to the right, because "greater than" meant "everything off to the right". The steps for graphing two-variable linear inequalities are very much the same.

Answer 3

Just as you would solve an equation of a graph except that, when seen on a graph, it is not a line, but a shaded area above or below a line.

Answer 4

I have the question but i dont just want the answer I wanna actually understand how to do it

Answer 5

i need the inequality that is graphed

Answer 6

i need the inequality that is graphed

Answer 7

http://www.purplemath.com/modules/ineqgrph.htm

Answer 8

First learn |x| > 0 and then learn to invert the graph and slide it around. You will then have mastered this type of problem

Answer 9

Try plotting plot |x+2 |< 0, -|x +2| < 0 and |x| -1 < 0, combine them and you are there