if two lines are perpendicular to the same line then prove that they are parallel to each other
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Let the line segments AB and PQ perpendicular to the line XY
Now if AB Perpendicular to the XY so angle ABY = 90
NOW if line PQ perpendicular to the line XY so angle PQX = 90
angle ABY + angle PQX
90 + 90
= 180
IT MEANS THAT ABY and PQX are cointerior angles.
and therefore AB is parallel to PQ
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