In the figure, ray AB Il ray CD. From the information given in the figure,
find the value of x.
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Answer:
Thus, the value of the <BEC=x=40°
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Step-by-step explanation:
Let AB is parallel to FG, then
ZABE=<BEG=120° (Alternate angles)
Also, it is given that CD is parallel to AB and we have assumed that AB is parallel to FG,
then CD is parallel to FG
Therefore, considering CD | FG and CE is the
transversal, then
ZDCE+ZCEG=180°(Co-interior angles)
100°+/CEG=180°
ZCEG=80°
Now, ZBEG=<BEC+ZCEG
120°=x+80°
x=40°
Thus, the value of the <BEC=x=40°
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