If Angle x = Angle y and Angle a = Angle b, prove that l ll m.
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If x=y
that means corresponding angles are equal so r∥m
and a=b
that means corresponding angles are equal so m∥n
so, r∥m∥n
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given x=yAnd a=b consider l and m lines as a and b angles are equal they are corresponding angles made by the lines l and m so we can say ...
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