l∥m and p=35
Find the value of x and y.
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Each one is 145°
Step-by-step explanation:
P=35°
Let the supplementary angle of p be 'a'.
('a' is the angle which line k makes with the slant transversal just below the angle 'p')
Therefore, a=180°-p =180°-35°= 145°
If you carefully observe ,
By corresponding angles theorem of parallel lines,
a=x
Therefore, x=145°
Also, By theorem of vertically opposite angles,
x=y
Therefore, y=145°
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