In the given figure o is the centre of the circle angle obc = 50° and AB = AC . Find angle BAC and angle BDC
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Step-by-step explanation:
In triangle BOC,
<OBC= <OCB (OB and OC are the radio of the circle)
<OCB=50˚
<OBC+OCB+<BOC=180
<BOC =180-100
=80
<BAC= 1/2<BOC
BAC =40
BAC+BDC=180(opposites sides of cyclic quadrilateral are supplementary)
BDC= 180-40=140
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