two lines, l and m are perpendicular to the same line n . are l and m perpendicular to each other ? give reasons to your ans
yashika14:
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If line L is perpendicular to line N and line M is perpendicular to line N then line L and M are said to be mutually perpendicular to each other .
1)The best example for this would be axes in a 3D-plane where X and Y axis are perpendicular to Z axis as a result X and Y are perpendicular to each other.
2)This can also be prooved using "TRANSITIVE PROPERTY" which states that If a=b,b=c then a=c.
Hope this helps you .....
If line L is perpendicular to line N and line M is perpendicular to line N then line L and M are said to be mutually perpendicular to each other .
1)The best example for this would be axes in a 3D-plane where X and Y axis are perpendicular to Z axis as a result X and Y are perpendicular to each other.
2)This can also be prooved using "TRANSITIVE PROPERTY" which states that If a=b,b=c then a=c.
Hope this helps you .....
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