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Let P = \((-1,0), Q = (0,0) \) and R = \((3,3\sqrt{3})\) be three points. Then the equation of the bisector of the angle PQR is
(a) \(\frac{\sqrt3}{2} x + y = 0\)
(b) \(x + \sqrt{3}y = 0 \)
(c) \(\sqrt{3}x + y = 0\)
(d) \(x + \frac{{\sqrt3}}{2} y = 0\)
Updated Fri, 10 Jan 2020 11:42 am
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