Question

in the figure the arrow head segments are parallel then find the value of x and y ​

Answer 1

Answer:

∠ACE=∠FCG (Vertically opposite angles)

∠ACE=105

∘

∠BCA+∠ACE+∠ECD=180

∘

(Supplementary angles)

35

∘

+105

∘

+y=180

∘

140

∘

+y=180

∘

y=180

∘

−140

∘

=40

∘

∠ABC=∠ECD (Corresponding angles as AB∣∣EC )

x=y

x=40

∘

solution