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Change to polar coordinates: 2y=x
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use x= r cos A and y = r sin A
so is it 2rsinA = rcosA @phi
yes but you can simplify that to tan A = 1/2
@phi why? i dont understand how it simplifies to tan A = 1/2
2 r sin A = r cos A divide both sides by r 2 sin A = cos A divide both sides by cos A 2 (sin A)/(cos A)= 1 divide both sides by 2 sin A/ cos A= 1/2 also, tan A = sin A/ cos A
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we can write this as \[ A = \tan^{-1} \frac{1}{2} \]
@phi alright i get it, thanks!
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