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In Fig., if AB ∥ CD and CD ∥ EF, find ∠ACE |
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Answer» Given that, AB ∥ CD and CD ∥ EF Sum of the interior angles, ∠CEF + ∠ECD = 180° 130° + ∠ECD = 180° ∠ECD = 180° – 130° ∠ECD = 50° We know that alternate angles are equal ∠BAC = ∠ACD ∠BAC = ∠ECD + ∠ACE ∠ACE = 70° – 50° ∠ACE = 20° Therefore, ∠ACE = 20° |
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