SOLUTION: given: B is the midpoint of arc AC with radii OA and OC prove: B is equidistant from OA and OC

SOLUTION: given: B is the midpoint of arc AC with radii OA and OC prove: B is equidistant from OA and OC

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Question 831894: given: B is the midpoint of arc AC with radii OA and OC
prove: B is equidistant from OA and OC
Answer by Fombitz(32388) (Show Source): You can put this solution on YOUR website!
Triangle OAB has sides OA,AB,OB.
Triangle OBC has sides OB,BC,OC.
OA=OC=OB=Radius of the circle.
Angle AOC is bisected by OB so that angle AOB and angle BOC are equal.
Two sides, one angle (SAS).

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