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Question

In the given figure, AB=AC. Then, BOC=ACD.
If the above statement is true then mention answer as 1, else mention 0.
194592_8ae28260433643b49556984e3e9b46df.png

Solution
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Given, AB=AC
Hence, ABC=ACB ...(isosceles triangle property)
Thus, 12ABC=12ACB

or, ABO=OBC=ACO=OCB ...(OB bisects B and OC bisects C)
Now, In OBC,
OBC+OCB+BOC=180o
BOC=1802(OCB)
BOC=180ACB
BOC=ACD ...(Since, ACB+ACD=180)

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