Math, asked by kushalchoudhary5557, 6 months ago

prove that two lines which are respectively perpendicular of to other parallel line are parallel to each other​

Answers

Answered by renuthakur3333
7

Answer:

Proof Since, m || n and p is perpendicular to m and n. So, sum of two interior angles is supplementary. We know that, if a transversal intersects two lines such that a pair of interior angles on the same side of the transversal is supplementary, then the two lines are parallel. Hence, p||g.

Answered by itssiyahere
0

THE LINES WHICH ARE PERPENDICULAR. ....... MUST BA STRAIGHT LINE. .... ND THE LINES. RE PARALLEL BECAUSE THEY DO NOT INTERSECT EACH OTHER AT PERTICULAR POINT ND ARE NOT CORROSPONDING LINES. .........✔✔

SO HERE WE CAN SAY THE LINES PERPENDICULAR TO THE PARALLAL LINES ARE ALSO PARALLEL ...✔

HOPE IT HELPS UHH MATE ☺✌

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