Question

look at this angle: image of angle with vertex w and rays wv, wu name this angle:

Explanation:

Step1: Recall angle naming rules

An angle can be named using three points, with the vertex in the middle. The vertex here is \( W \), and the other two points are \( U \) and \( V \).

Step2: Form the angle name

Using the three - point notation, the angle is named \( \angle VWU \) (or \( \angle UW V \), but the standard is to have the vertex in the middle, so \( \angle VWU \) or more commonly, since the vertex is \( W \), we can also write it as \( \angle W \) (but the three - point name is more precise here with the given points). The correct three - point name with vertex \( W \), and sides \( WV \) and \( WU \) is \( \angle VWU \) (or \( \angle UW V \), but the order is such that the vertex is in the middle. So the angle is \( \angle VWU \) (or \( \angle W \) if we use the vertex - only name, but with the given points, the three - point name is appropriate).

Answer:

\( \angle VWU \) (or \( \angle W \) or \( \angle UW V \), but the most precise with the given points is \( \angle VWU \))