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Answer:
Step-by-step explanation:
OA = OB (Radii)
Angle OBA = angle OAB = 50°
InΔ OAB,
Angle O+angle A+angleB = 180° (ASP)
Angle BOA = 180-50-50 = 80°
BOA+BOD = 180° (Linear pair)
BOD = 180-80 = 100°
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As OA = ON (RADII)
THEREFORE ANGLE OAB= ANGLE OBA = 50 (ANGLES OPPOSITE TO EQUAL SIDES ARE EQUAL)
THEREFORE ANGLE BOD =100
(EXTERIOR ANGLE PROPERTY)
(THAT SUM OF THE TWO ANGLES OF A TRIANGLE IS EQUAL TO THE EXTERIOR ANGLE OF THE THIRD ANGLE OF THE TRIANGLE )
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