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When two lines are parallel, what is the distance between them?
- a)Remains equal.
- b)Does not remain equal.
- c)Increases on the right.
- d)Decreases on the right.
Correct answer is option 'A'. Can you explain this answer?
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Verified Answer
When two lines are parallel, what is the distance between them?a)Remai...
The distance between the parallel lines is the same.
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When two lines are parallel, what is the distance between them?a)Remai...
Distance Between Parallel Lines
Parallel lines are lines that are always the same distance apart and will never intersect or meet. The distance between two parallel lines is constant and remains equal along the entire length of the lines.
Explanation
When two lines are parallel, they will never cross each other. This means that the distance between the two lines will always be the same, regardless of how far along the lines you measure. This property of parallel lines is what defines them as parallel.
Example
For example, if you have two parallel lines on a piece of paper, you can measure the distance between them at any point along the lines, and you will always get the same measurement. This is because parallel lines never converge or diverge, so the distance between them remains constant.
Conclusion
In conclusion, when two lines are parallel, the distance between them will always remain equal. This is a key characteristic of parallel lines and is what distinguishes them from other types of lines.
Parallel lines are lines that are always the same distance apart and will never intersect or meet. The distance between two parallel lines is constant and remains equal along the entire length of the lines.
Explanation
When two lines are parallel, they will never cross each other. This means that the distance between the two lines will always be the same, regardless of how far along the lines you measure. This property of parallel lines is what defines them as parallel.
Example
For example, if you have two parallel lines on a piece of paper, you can measure the distance between them at any point along the lines, and you will always get the same measurement. This is because parallel lines never converge or diverge, so the distance between them remains constant.
Conclusion
In conclusion, when two lines are parallel, the distance between them will always remain equal. This is a key characteristic of parallel lines and is what distinguishes them from other types of lines.
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When two lines are parallel, what is the distance between them?a)Remai...
Option A
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When two lines are parallel, what is the distance between them?a)Remains equal. b)Does not remain equal.c)Increases on the right.d)Decreases on the right.Correct answer is option 'A'. Can you explain this answer?
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