Does the diagram show an adjacent angle?
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Does the diagram show an adjacent angle?
To determine whether the diagram shows adjacent angles, we need to confirm the presence of two properties:
1. Two angles must share a common vertex.
2. These angles must have a common arm and should not overlap.
Based on the given representation, the provided diagram consists solely of a single line. There are no visible intersecting lines or vertices from which angles can originate. Without intersection, there cannot be distinct angles, and thereby no adjacent angles can be identified.
Therefore, the diagram lacks the necessary properties to demonstrate adjacent angles. Hence, the correct choice is No.
No
Does the drawing show an adjacent angle?
Adjacent angles must have two key features: they share a common vertex (meeting point) and a common side (shared ray), but they cannot overlap each other.
No! A single line cannot form angles by itself. You need at least two lines intersecting or rays meeting at a point to create angles.
You need at least three rays meeting at one point, or two intersecting lines. This creates the angles that can be adjacent to each other.
This diagram shows only one straight line. Without intersecting lines or multiple rays, there are no angles formed at all, so there cannot be adjacent angles.
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