Question

In fig ,6.32 ,if AB II CD , angle APQ= 50° and angle = 127° ,find x and Y?​

Answer 1

Step-by-step explanation:

y = 77

x = 50

y is equal to 77 and x is equal to 50

Answer 2

Step-by-step explanation:

Angle APQ =50°

Angle PRD=127°

since AB||CD

Anglr APQ=Angle X(alternate angles)

50=x

Angle PRD +Angle PRQ=180°,(linear pair)

127°+Angle PRQ =180

Angle PRQ=180-127

=53

In Triangle PQR

Angle P +Angle Q +Angle R=180°

(Angle sum property of Triangle)

y+50+53=180

y=180-(50+53)

y=180-103

y=77°

Therefore x=50° y=77°