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Sure thing. First you want to identify the slope and the vertical-intercept.
Let's start with the first one: y=-2x+1
First you should find the solutions for x and y. Then you should plot a minimum of two points(for that you have to find two pairs of solutions). The line joining these two points will be the graph.
do you start at -2 and go up one over one? for the first one?
oops... you're backwards there.
You start at +1 on the y-axis, then you move down two and right 1.
so for the second one do i start at -5?
It should look something like this: |dw:1332820224868:dw|
Yes, for the second one, you do start at -5 on the y-axis
and i go up one over one right? lol
Yes (as long as by 'over' you mean 'right'). ;)
yeah. lol so how do i tell if they have one solution, no solution or many solutions?
Well, the one solution, no solutions, or infinitely many solutions has to do with systems of equations. So far, we've been talking about graphing a single equation.
Systems involve two linear equations on the same coordinate system.
From graphing, we could have 1 of 3 things happen. I'll draw the situations for ya...
this is how my graph looks like lol does it look right?
|dw:1332820522953:dw|
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