Which segment is perpendicular to the segment AB?
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Which segment is perpendicular to the segment AB?
Let's remember that a perpendicular is a line that forms a right angle of 90 degrees with another line.
We'll look at segment AB and examine the lines forming the angle:
AB is perpendicular to GH
What do the four figures below have in common?
Look for right angle markers (small squares) at the intersection point, or check if one line is vertical and the other is horizontal. In this diagram, GH runs vertically while AB runs horizontally.
All perpendicular lines intersect, but not all intersecting lines are perpendicular! Lines are only perpendicular when they meet at exactly .
EF crosses AB at a diagonal angle, not 90 degrees. Even though they intersect, the angle between them is acute (less than 90°), so they're not perpendicular.
No! For segments to be perpendicular, they must intersect and form a 90° angle at their intersection point. If they don't touch, we can't measure the angle between them.
The perpendicular symbol is , which looks like an upside-down T. Think of it as showing one line standing straight up on another horizontal line at 90°!
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