Question

please solve this question with explanation​

Answer 1

Answer:

• Angle 1= 70°
• Angle 2= 65°
• Angle 3= 45°

Step-by-step explanation:

STllQR

Therefore,

Angle 1= Angle PQR (Alternate Interior Angles)

Angle 1= 70°

Angle TPR= 45°

Angle 1+ Angle 2+ Angle TPR= 180° (Linear Pair)

70°+ Angle 2+ 45°= 180°

115°+ Angle 2= 180°

Angle 2= 180°-115°

Angle 2= 65°

In triangle ️ PQR

Angle PQR+ Angle 2+ Angle 3= 180° (ASP of triangle)

70°+ 65°+ Angle 3= 180°

135°+ Angle 3= 180°

Angle 3= 180°-135°

Angle 3= 45°

Hope It Helps:)

Answer 2

Answer:

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STllQR

Therefore,

Angle 1= Angle PQR (Alternate Interior Angles)

Angle 1= 70°

Angle TPR= 45°

Angle 1+ Angle 2+ Angle TPR= 180° (Linear Pair)

70°+ Angle 2+ 45°= 180°

115°+ Angle 2= 180°

Angle 2= 180°-115°

Angle 2= 65°

In triangle ️ PQR

Angle PQR+ Angle 2+ Angle 3= 180° (ASP of triangle)

70°+ 65°+ Angle 3= 180°

135°+ Angle 3= 180°

Angle 3= 180°-135°

Angle 3= 45°

Thanks..