What do the four figures below have in common?
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What do the four figures below have in common?
Let's think about the different definitions of different lines.
Let's remember that parallel lines are lines that will never intersect with each other.
We can see that what's common to all the lines in the drawings is that if we extend them, we won't be able to find an intersection point, meaning they will never meet.
Therefore, the correct answer is b.
All parallel
Which of the diagrams contain parallel lines?
Look for lines that point in the same direction and maintain the same distance apart. If you imagine extending them forever, they would never cross each other.
Parallel lines never meet and run in the same direction. Perpendicular lines cross each other at exactly 90° angles, forming perfect squares at their intersection.
Yes! Parallel lines can be horizontal, vertical, or slanted at any angle. The key is that they maintain the same angle and never intersect.
If lines are truly parallel, they will never meet no matter how far you extend them. If they appear to meet in the distance, they're actually not parallel.
Focus on one pair at a time. Use a ruler or your finger to trace each line's direction. Lines going the same way with consistent spacing are parallel.
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