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write a conic equation in standard form x^2-9y^2+12x-36y+9=0
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[{(x+6)^2}/(-9)] + (y+2)^2 =1
The goal is to complete the square for both our \(x\) and \(y\) terms.$$x^2-9y^2+12x-36y+9=0\\x^2+12x-9y^2-36y=-9\\(x^2+12x+36)-9(y^2+4y+4)=-9+36-36\\(x+6)^2-9(y+2)^2=-9\\(y+2)^2-(x+6)^2=1$$
woops... \(-\frac{(x+6)^2}9\)
so which is the answer ?
...
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