AB is a fixed line. State the locus of the point P so that <APB =90°
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We want the locus of a point p
p
such that ∠ApB
∠ApB is a right angle where A
A and B
B two fixed points.
In any circle, the angle that a diameter subtends on the circle is a right angle.
⇒The two fixed points, A
A and B are the end points of a diameter of a particular circle and the locus of point p
p is that circle.
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