Class 5 Exam > Class 5 Questions > Intersecting lines cut each other at:a)One po...
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Intersecting lines cut each other at:
- a)One point
- b)Two points
- c)Three points
- d)Null
Correct answer is option 'A'. Can you explain this answer?
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Intersecting lines cut each other at:a)One pointb)Two pointsc)Three po...
The correct answer is:
a) One point
Intersecting lines cut each other at exactly one point.
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Intersecting lines cut each other at:a)One pointb)Two pointsc)Three po...
Understanding Intersecting Lines
When we talk about intersecting lines, we refer to two lines that meet or cross each other at a certain point.
Key Characteristics of Intersecting Lines:
- One Point of Intersection:
- Intersecting lines always cross at exactly one point. This is the defining characteristic of intersecting lines.
- If two lines intersect, they cannot meet at more than one point in a two-dimensional plane.
- Unique Meeting Point:
- The point where they cross is called the "point of intersection."
- This point can be represented by a pair of coordinates (x, y) on a graph.
Why Not More Than One Point?
- Geometric Principle:
- In Euclidean geometry, two straight lines can either be parallel (never intersect), coincident (overlapping completely), or intersect at one single point.
- Visual Representation:
- Imagine two roads crossing each other. They meet at one specific location, which is the only place where they touch.
Conclusion:
To summarize, the correct answer to the question about intersecting lines is option 'A' – they cut each other at one point. This fundamental concept is crucial in geometry and helps in understanding more complex mathematical ideas.
When we talk about intersecting lines, we refer to two lines that meet or cross each other at a certain point.
Key Characteristics of Intersecting Lines:
- One Point of Intersection:
- Intersecting lines always cross at exactly one point. This is the defining characteristic of intersecting lines.
- If two lines intersect, they cannot meet at more than one point in a two-dimensional plane.
- Unique Meeting Point:
- The point where they cross is called the "point of intersection."
- This point can be represented by a pair of coordinates (x, y) on a graph.
Why Not More Than One Point?
- Geometric Principle:
- In Euclidean geometry, two straight lines can either be parallel (never intersect), coincident (overlapping completely), or intersect at one single point.
- Visual Representation:
- Imagine two roads crossing each other. They meet at one specific location, which is the only place where they touch.
Conclusion:
To summarize, the correct answer to the question about intersecting lines is option 'A' – they cut each other at one point. This fundamental concept is crucial in geometry and helps in understanding more complex mathematical ideas.
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Intersecting lines cut each other at:a)One pointb)Two pointsc)Three pointsd)NullCorrect answer is option 'A'. Can you explain this answer?
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