The angles that have V as a vertex are:
[tex]\angle 3 \\\\\angle 4\\\\\angle DVF\\\\\angle DVE\\\\\angle EVF[/tex]
Recall:
- A vertex of any angle is simply the corner of an angle that forms a V-shape.
- Three points make up an angle
- Letters can be used to represent the three points
- The letter at the middle of the three letters is the vertex of the angle
- Angles can be named using the numbers that are used in labelling the vertex of each angle
Thus, from the given image,
Each of the following angles has V as the vertex of its angle:
- [tex]\angle 3 $ and $ \angle 4[/tex] has vertex V
- [tex]\angle DVF, $ \angle DVE, $ and \angle EVF[/tex] has V as a vertex.
Therefore, the list of all angles having V as a vertex are:
[tex]\angle 3 \\\\\angle 4\\\\\angle DVF\\\\\angle DVE\\\\\angle EVF[/tex]
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