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1) ask yourself what the slopes of both equations are. Then ponder on the answer
lol, I just don't understand how to put it together... I think 2y-x=8. see, this is what confuses me
Well ... the answer for this problem comes from identifying the slope for the two equations of lines that you are given. The solution is where these two line cross.
trust me. Please just ask yourself whether the two slopes of the two different lines are different.
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hmmmm, not understanding you, can you show me an example
EQ 1) x + 2y =8
the slope can be done by converting to slope-int form
2y = 8-x
y = 4-0.5x
So the slope is -0.5
EQ 2) x = 4-2y
x-4 = -2y
-0.5x +2 = y
Slope = -0.5
So this question is basically asking you when two lines with the same slope intersect. When is that?