find all the angles of the triangle ABC
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Step-by-step explanation:
angle BAC=35(vertically opposite angle)
angle BCA=180-100=80(LINEAR PAIR)
BAC+BCA+ABC=180
35+80+ABC=180(INTERIOR ANGLES OF A TRIANGLE IS EQUAL TO 180)
115+ABC=180
ABC=180-115
ABC=65
BAC=35
BCA=80
Answered by
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Answer:
angle BAC = 35°[Vertically opposite angle of angle QAP (30°)
Angle ACB=80°[angle ACD - angle ACB (exterior angle property)]
angle ABC =180-(35+80)
=65 °(sum of interior angles of a ∆ is 180)
Step-by-step explanation:
hence proved.
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