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@dude
@Shadow
@563blackghost
Standard Form: \[Ax + By = C\] Where A and B are just coefficients for x and y, and c is a constant.
So its -1/2x+3= y
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That is \[Ax + C = By\] Also, you just flipped the equation. You need to move stuff in order to get it into the right form.
We want: \[Ax + By = C\]
y= 5/2 like that?
im not sure lol
Where did you get 5/2
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-1/2 and 3
So if I had the form: \[3x = 5y + 7\] In order to get it into Standard Form \[Ax + By = C\] I would subtract 5y from both sides \[3x - 5y = 7\] Thus completing it in Standard Form
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