Answer:
x = 6
∠B = 126
Explanation:
∠A = ∠B through alternate interior angles
∠A = ∠B
8x + 78 = 2x + 114
8x - 2x = 114 - 78
6x = 36
x = 36 ÷ 6
∠B = 2x + 114
2(6) + 114
12 + 114
= 126
d1 || d2 => ∡A = ∡B
8x + 78° = 2x + 114°
8x - 2x = 114° - 78°
6x = 36°
x = 36° : 6
x = 6°
∡B = 2x + 114°
∡B = 2×6° + 114°
∡B = 12° + 114°
∡B = 126°
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