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The coordinates of the point P are (-3, 2). Find the coordinates of the point Q which lies on the line joining P and origin such that OP = OQ. |
Answer» Let the coordinates of Point Q are (x, y) and coordinates of origin O are (0, 0) Since OP = OQ Points are: P (-3, 2), Q(x, y) and O (0, 0) Q is the mid point 0 = \(\frac{-3 + x}2\) x = 3 0 = \(\frac{2 + y}2\) y = - 2 Therefore coordinates are (3, -2) |
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