Math, asked by littlerascalabh, 1 year ago

Prove that lines perpendicular to the same line are perpendicular to each other

Answers

Answered by royalboyskj

corresponding angles are equal, then,

the two given lines are parallel to each other.

In the given case,

both the lines are perpendicular to the transversal. So, the corresponding angles are equal to 90 degrees.

Hence,both the given lines are parallel to each other.

rekharr1424: Prove that lines are perpendicular to each other

manamperi344: The statement we need to prove is in fact not true.

manamperi344: Royalboyskj is correct in saying that the lines are parallel not perpendicular BUT this is only in 2D

manamperi344: In 3D you can have a cases where such lines are perpendicular, or where they are parallel, but you can also have neither.

Answered by rekharr1424

Let AB perpendicular to BC so angleB = 90°. If angleB is 90° then we can say that BC is also perpendicular to AB. . . . . .. . . .Do you agree with me. If yes mark me as brainliest....

rekharr1424: If it help u marke as brainliest

rekharr1424: * me

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