Step-by-step explanation:
all angles we have to find out
Answer:
Angle T = 105°, Angle R = 105°, Angle P = 75°
Given: AB || CD & line PQ is a transversal. measure of one of the angle is 105°
To prove: find angle R, angle P, angle T
Proof: PQ is a transversal
Angle T = 105° (corresponding angles)
Angle R = 105° (vertically opposite angles)
Angle P + 105° = 180° (AB || CD Angle lying on the same side of Transversal line is supplementary angle)
Angle P = 180° - 105°
Angle P = 75°
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Verified answer
Step-by-step explanation:
all angles we have to find out
Answer:
Angle T = 105°, Angle R = 105°, Angle P = 75°
Step-by-step explanation:
Given: AB || CD & line PQ is a transversal. measure of one of the angle is 105°
To prove: find angle R, angle P, angle T
Proof: PQ is a transversal
Angle T = 105° (corresponding angles)
Angle R = 105° (vertically opposite angles)
Angle P + 105° = 180° (AB || CD Angle lying on the same side of Transversal line is supplementary angle)
Angle P = 180° - 105°
Angle P = 75°