1. The problem asks to name all angles that have vertex V. 2. An angle is named by three points where the middle point is the vertex. Here, the vertex is V. 3. From the given diagrams and labels: - For 13): Angles with vertex V are \(\angle VJH, \angle HVJ, \angle IVJ\) (assuming points H, J, I are on rays from V). - For 14): Angles with vertex V are \(\angle EVD, \angle DVF\). - For 15): Angles with vertex V are \(\angle TVR, \angle RVS\). - For 16): Angles with vertex V are \(\angle EVD, \angle DVF\). - For 17): Angles with vertex V are \(\angle KVL, \angle LVM, \angle M VK\). - For 18): Angles with vertex V are \(\angle GHV, \angle HVF\). - For 19): Angles with vertex V are \(\angle VIF, \angle FVG, \angle GVH\). - For 20): Angles with vertex V are \(\angle EVC, \angle CVD, \angle DVF\). 4. For the points P relative to angles: - 21) P is exterior (outside the angle). - 22) P is interior (inside the angle). - 23) P is exterior. - 24) P is on the arm of the angle. - 25) P is on the arm of the angle. - 26) P is exterior. This completes naming angles with vertex V and classifying point P positions.