Let \( P \equiv(-1,0), Q \equiv(0,0) \), and \( R \equiv(3,3 \sqrt{...

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Let \( P \equiv(-1,0), Q \equiv(0,0) \), and \( R \equiv(3,3 \sqrt{3}) \) be three points.
P Then the equation of the bisector of \( \angle P Q R \) is

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(1) \( (\sqrt{3} / 2) x+y=0 \)
(2) \( x+\sqrt{3} y=0 \)
(3) \( \sqrt{3} x+y=0 \)
(4) \( x+(\sqrt{3} / 2) y=0 \)
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