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Determine two pairs of polar coordinates for the point (4, -4) with 0\(^o\) \(\le\) \(\theta\) < 360\(^o\).
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it's clear that \(r = 4\sqrt 2\). let's look at the angle.
the angle here is \(\theta = 315^{\circ}\) (fourth quadrant).
not sure what this thing means by two pairs, but i'd assume that the two pairs are a result of inverse tan.
\[y/x = \tan \theta\]
think 315-180 puts us in the second quadrant |dw:1426961095715:dw| think about this other point in the second quadrant I drew
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