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Answer:
x= 145°
Step-by-step explanation:
In triangle RPQ -
Angle prq = 70°
Angle pqr = 75°
Angle rpq = 180°- (70+75)°. (ANGLE SUM PROPERTY)
180-145 = 35°
so, angle rpq = 35°
Angle rpq + x = 180°. (LINEAR PAIR)
35° +x = 180°
x = 180-35= 145 °
Therefore x = 145°
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