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If two distinct lines intersect which is not necessarily true? - Answers

If two distinct lines intersect, it is not necessarily true that they are perpendicular to each other. While intersecting lines can form various angles, including right angles, they can also intersect at acute or obtuse angles. Additionally, it is not true that the lines must lie on the same plane; in three-dimensional space, lines can intersect at various angles without being coplanar. Thus, the only certainty with two distinct intersecting lines is that they meet at a single point.



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If two distinct lines intersect which is not necessarily true? - Answers

https://math.answers.com/math-and-arithmetic/If_two_distinct_lines_intersect_which_is_not_necessarily_true

If two distinct lines intersect, it is not necessarily true that they are perpendicular to each other. While intersecting lines can form various angles, including right angles, they can also intersect at acute or obtuse angles. Additionally, it is not true that the lines must lie on the same plane; in three-dimensional space, lines can intersect at various angles without being coplanar. Thus, the only certainty with two distinct intersecting lines is that they meet at a single point.



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https://math.answers.com/math-and-arithmetic/If_two_distinct_lines_intersect_which_is_not_necessarily_true

If two distinct lines intersect which is not necessarily true? - Answers

If two distinct lines intersect, it is not necessarily true that they are perpendicular to each other. While intersecting lines can form various angles, including right angles, they can also intersect at acute or obtuse angles. Additionally, it is not true that the lines must lie on the same plane; in three-dimensional space, lines can intersect at various angles without being coplanar. Thus, the only certainty with two distinct intersecting lines is that they meet at a single point.

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      If two distinct lines intersect, it is not necessarily true that they are perpendicular to each other. While intersecting lines can form various angles, including right angles, they can also intersect at acute or obtuse angles. Additionally, it is not true that the lines must lie on the same plane; in three-dimensional space, lines can intersect at various angles without being coplanar. Thus, the only certainty with two distinct intersecting lines is that they meet at a single point.

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