Solve the system of equations by graphing 9x-7y=-49 9x=7y-49
they are the same equation
Do I need to change it to y=mx+b
y=7+(9/7)x
no look at the first equation, visualize adding \(7y\) to both sides and see that you get the second equation exactly
i dont think you wrote the problem correctly because they are the same equation yes because thats the way you know how to graph it
It is written correctly. I am so confused.
look at the first equation it says \(9x-7y=-49\) now you can rearrange this equation any way you like, and it will still be the same equation for example you can write it as \(7x-7y+49=0\) by adding 49 to both sides. it is still the same equation, it just looks different
you can also write it as \[9x=4y-49\] by adding \(4y\) to both sides. nothing has changed that is why i said the first equation is the same as the second one
ok so then i dive 9 by both?
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