Question

question 2 (1 point) true or false? the following can be alternate names for the above angle: ∠lmn ∠nml ∠m true false

Explanation:

Step1: Recall angle naming rules

An angle can be named by three points (with the vertex in the middle), or by the vertex (if there's only one angle at that vertex). For \(\angle LMN\), vertex is \(M\), sides \(ML\) and \(MN\) – correct. For \(\angle NML\), vertex \(M\), sides \(NM\) and \(ML\) – correct (order of non - vertex points can reverse). For \(\angle M\), since there's only one angle at \(M\), this is a valid name.

Step2: Evaluate the statement

Since all three names (\(\angle LMN\), \(\angle NML\), \(\angle M\)) are valid alternate names for the angle at \(M\) with sides \(ML\) and \(MN\), the statement is true.

Answer:

True