in this fig _ line p is parallel to line Q: find x
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X=43 as it is corresponding
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Answer:
let angle abc be 43 degree
and the angle next to it be CBP
the angle in the 1 line named as x be BDQ
ATQ,
43 degree plus angle CBP =180(linear pair)
angle CBP =180-43=137 degree
as corresponding angles are always equal
therefore angle CBP=Angle BDQ(x)=137 degree
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