Question

in the given figure angle A equal to 62 degrees, angle ABC is equal to 54 degrees ,if BO and CO are bisectors of Angle B and angle C respectively of triangle ABC find angle OCB and angle BOC.

Answer 1

Given,angle A= 62°

and ABC is equal to 54°
then, ACB= BAC+BCA+ABC= 180°

62+54+BCA=180°

so, BCA= 180°-116°=64°

now, given BO and CO are bisector of angle B and C

so in triangle OBC

54/2=27,

64/2=32

27+32+BOC= 180°

BOC=180-59=121°

angle OCB=64°
and angle OCB= 121°

hope it help you

Answer 2

Step-by-step explanation:

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