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We draw a line PQ across angle c such that PQ // AB // DE
⇒ ∠B is spilt into B1 and B2 (See Attached)
Find B1:
∠A + ∠B1 = 180 (Opposite angles in a parallel segment)
∠B = 180 - ∠A
Find B2:
∠B2 = ∠C (Alternate angles)
Find ∠B:
∠B = ∠B1 + ∠B2
∠B = 180 - ∠A + ∠C
Find ∠A + ∠B - ∠C:
∠B = 180 - ∠A + ∠C
Add ∠A - ∠C to both sides:
∠A + ∠B - ∠C = 180
Answer: (C) ∠A + ∠B - ∠C = 180
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