In the given figure, if BD || EF and ACE=80⁰ find the values of x, y, and z.
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x=60°,y=30°,z=140°
80+x=2x/3=180
180-80=2x/3+x
100=2x/3+x
100=5x/3
3*100=5x
300/5=x
∠x=60°
∠B=90° ,∠BCAor ∠x= 60°
so interior angles should be 180°
90+60+y=180°
y=180-150
∠y=30°
∠z=140° because line BD║EF so parrallel lines have alternate interior angles equal if you observe ∠BCE and ∠CEF are alternate interior angles
so ∠x+80°=∠z
60°+80°=∠z
∠z=140°
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