Question: An incomplete proof is shown. In the figure below, angle L M N approximately equal to angle space L P O. Prove that triangle L

An incomplete proof is shown. In the figure below, angle L M N approximately equal to angle space L P O. Prove that triangle L M N tilde triangle L P O. Triangle with vertices (clockwise from the top) L, M, N. Point P lies on side LM, and point O lies on side NL, with a line segment drawn through the triangle to connect points P and O. Statements and Reasons Statement Reason 1. angle L M N approximately equal to angle space L P O 1. Given 2. angle O L P approximately equal to angle N L M 2. Reflexive Property 3. triangle L M N tilde triangle L P O 3. ? To complete the proof, what is the reason for line 3? Group of answer choices SAS Similarity Postulate SSS Similarity Postulate AA Similarity Postulate ASA Similarity Postulate

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