How would I graph x - 2y >= 10?
\[x - 2y \ge 10\]
Yhu again -_-
Haha, ^u^ Hi!
Ok so like, you remember how to graph stuff when it's \(\Large\rm y=(stuff)\). So first try to get it into that form.
XD I got that much... Not really sure how to tho...
\[\Large\rm x - 2y \ge 10\]Mmm I guess we'll start by subtracting x from each side,\[\Large\rm -2y \ge -x+10\]Mmmmm what next?
Um... Yhu have to get y by itself,,, So yhu divide both sides by negative 2 right?
ye. Do you remember what happens when you `divide a negative across an inequality`?
Does is... Switch signs?
it*
Yeh :U It switches directions.
\[\Large\rm -2y \ge -x+10\]Becomes:\[\Large\rm y \le \frac{1}{2}x-5\]
x/2 is the same as (1/2)x. I wrote it that way so we can identify the slope easier.
So first think about \(\Large\rm y=\dfrac{1}{2}x-5\). Understand how to graph that? Do it -_-
xD So bossy.|dw:1413006847932:dw|
Mmm I wish you wouldn't draw your axes so weirdddd :( We can't see most of the line... grr
XD sorry... I just kind of drew it and added as I went
|dw:1413006953160:dw|Mmmm ok how bout we use this -_-
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