The locus of the points which is equidistant from the line PQ forms a
perpendicular line to PQ
circle centre P
circle centre Q
pair of parallel lines to PQ
Explanation
Video Explanation
Post your Contribution
Discussions (3)
The answer to this question is wrong.
The locus of points equidistant to a line PQ is a pair of parallel lines to line PQ.
while the locus of points equidistant to "POINT" P and "POINT" Q is what gives a perpendicular line to line PQ
The answer you have here to this is wrong. The answer would have been correct(perpendicular bisector) if the question stated that Locus of points equidistant from Point P and Point Q each....but the locus of points equidistant to the whole line is called a line parallel to the line.
(Locus Theorem)
The locus of points which is equidistant from a line(l) forms a perpendicular line to that line(l)
