7x-6y=13
and what do you want to say from this?
that's going to be a tough one you want to change that in the form of y = mx + b
Get \(y\) alone. \[6y=7x-13\] Divide each side by six. \[\frac{6y}{6}=\frac{7x}{6}\frac{-13}{6}\] \[{y}=\frac{7x}{6}\frac{-13}{6}\]
So, 7x-6y=13 -7x -7x ----------------- I dont know what to do after. Always gets me here.
so you want the x on the right side of the equation usually we just subtract that same value (since it is positive) on both sides of the equation example 4x + 6y = 16 becomes 4x + (-4x) + 6y = 16 + (-4x) gives you 6y = -4x + 16 then just divide both sides by 6 to obtain y (since its denominator is 6) y = -4x/6 + 16/6
yeah you're on the right track. just perform the operation
@Apprentice how about you try to show how it is done using a different example, so you don't end up solving her own homework. IF we did that to everything, then we are taking away the incentive and effective way of learning.
Okay, sorry about that mate I am just getting used to this site :-). @BulletProof if you need a further explanation I would be happy to help.
Thank you @nincompoop. I now know how to do it! Thanks for guiding me through the problem and not giving me the answer. Much appreciated.
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