Question

which angles have an angles at a point relationship? \\(\angle 1, \angle 5\\); all of the angles!; \\(\angle 2, \angle 5\\); \\(\angle 4, \angle 5\\); \\(\angle 3, \angle 4\\)

Explanation:

Angles at a point sum to \(360^\circ\). All angles (\(\angle1, \angle2, \angle3, \angle4, \angle5\)) meet at the same vertex, so their sum around the point should be \(360^\circ\), meaning they have an angles - at - a - point relationship. Other options are pairs that don't represent all angles at the point.

Answer:

1. All of the angles!