Draw any angle with vertex O . Take a point A on one of its arms and B on another arm such that OA=OB. Drae the perpendicular bisector of OS andOB . Let them meet a p . Is PA =PB
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(1)Draw any angle whose vertex is O.
(2) With a convenient radius, draw arcs on both rays of this angle while taking O as centre. Let these points be A and B.
(3) Taking O and A as centres and with radius more than half of OA, draw arcs on both sides of OA. Let these be intersecting at C and D. Join CD.
(4) Similarly, we can find the perpendicular bisector
EF
of
OB
. These perpendicular bisectors,
CD
and
EF
will intersect each other at P.
Now, PA and PB can be measured. These are equal in length.
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