In the figure below, AP is parallel to CD. Angle PAB is equal to 135⁰ and angle DCB is equal to 147⁰. Find the angle ABC
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Step-by-step explanation:
Given
PQ∥RS
∠PAB=70
0
∠ACS=110
0
∠BAC=?
∠BCS=180−110=70
0
(straight line)
∠DAB=∠ABC=70
0
(alternate angle)
Now from △ABC
By angle sum property
∠BAC+70+70=180
0
∠BAC=40
0
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