'Segment addition postulate pr' presentation slideshows

Lesson 7 Menu

Warm-up Problems State the property that justifies each statement. 2( LM + NO ) = 2 LM + 2 NO . If m ? R = m ? S , then m ? R + m ? T = m ? S + m ? T . m ? Z = m ? Z . If BC = CD and CD = EF , then BC = EF .

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Proving Segment Relationships

Proving Segment Relationships. Write proofs involving segment addition. Write proofs involving segment congruence. Standard 4.0 Students prove basic theorems involving congruence and similarity. (Key). Lesson 7 MI/Vocab. AC. A. B. C. 5. 8. AB. BC. Segment Addition Postulate.

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Lesson 2-7

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