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Given: KL || MN; KL @ MN L is the midpoint of JN Prove: JK || LM

PROOF #1. Given: KL || MN; KL @ MN L is the midpoint of JN Prove: JK || LM. K. M. J. L. N. PROOF #1 – ANSWER KEY. Given: KL || MN; KL @ MN L is the midpoint of JN Prove: JK || LM. Statements Reasons. K. M. J. L. N. PROOF #2.

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Given: KL || MN; KL @ MN L is the midpoint of JN Prove: JK || LM

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  1. PROOF #1 Given: KL || MN; KL @ MN L is the midpoint of JN Prove: JK || LM K M J L N

  2. PROOF #1 – ANSWER KEY Given: KL || MN; KL @ MN L is the midpoint of JN Prove: JK || LM Statements Reasons K M J L N

  3. PROOF #2 Given: LF || WH; HY  LY Prove: ΔWHY  ΔFLY F H Y L W

  4. PROOF #2 – ANSWER KEY F H Given: LF || WH; HY  LY Prove: ΔWHY  ΔFLY Y L W Statements Reasons

  5. PROOF #3 Given: X and Y are right angles; WZ bisects XZY Prove: ΔWXZ ΔWYZ W X Y Z

  6. PROOF #3 – ANSWER KEY Given: X and Y are right angles; WZ bisects XZY Prove: ΔWXZ ΔWYZ Statements Reasons W X Y Z

  7. PROOF #4 Given: B and C are right angles; AB  DC Prove: ΔABD ΔDCA B C A D

  8. PROOF #4 – ANSWER KEY Given: B and C are right angles; AB  DC Prove: ΔABD ΔDCA Statements Reasons B C A D

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