-2y - 7 > 11
Part 1: Solve the inequality above.
Part 2: Describe the graph of the solution.
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OpenStudy (queelius):
Solve by solving this inequality in terms of y, i.e., try to make it where y is on one side of the inequality, and everything else is on the other side.
OpenStudy (goformit100):
What will be the answer @queelius ????
OpenStudy (queelius):
I'll start it.
-2y - 7 > 11
-2y > 18
What's next?
OpenStudy (goformit100):
y < -9
OpenStudy (queelius):
Yup. So, what does that look like on a graph?
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OpenStudy (goformit100):
Don't know.
OpenStudy (queelius):
We'll assume we're talking about a 2-dimensional graph, where y is up and down and x is left and right.
OpenStudy (queelius):
So, every point on that graph that *satisfies* that inequality, y < -9, must have it so that the y component is less than -9, and the x component can be anything.
OpenStudy (queelius):
Any ideas?
OpenStudy (goformit100):
No.
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OpenStudy (queelius):
|dw:1373567439925:dw|
Everything below the dashed line, which is at y = -9, is a point that satisfies the inequality y < -9.