2 O is a point in the interior of angle ABC. OB OC
are perpendiculars from o to AB and AC, respectively
If angle A = 65°, find angle BOC,
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6
Answer:
angle A + Angle B + Angle C + Angle O = 180°
65+90+90+ Angle O= 360
245+ Angle O = 360
Angle O=360-245
Angle O= 155
Answered by
3
Step-by-step explanation:
AngleA+AngleB+AngleC+AngleO=180°
65°+90°90°+AngleO=360°
245°+AngleO=360°
AngleO=245°-360°
AngleO =115°.
Sorry for giving the answer late .But it's the correct answer
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