Take notes from Methods and meanings Do 2-27 and 2-30 Quiz Friday!

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Reflexive example: AB = AB Symmetric example: AB = BA
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Presentation transcript:

Take notes from Methods and meanings Do 2-27 and 2-30 Quiz Friday! 10/1/18 10 minute warm up Practice proofs Investigation 2-25 Take notes from Methods and meanings Do 2-27 and 2-30 Quiz Friday!

2.1.2 Flowcharts for Congruence (Two column proofs) Using flowcharts, paragraph proofs or two column proofs how can you support why triangles are congruent I do more 2 column proofs, I think they are easier but I will show you other methods and then you get to choose which makes the most sense for you, all of them have the same basic concepts Try to do investigations 2.12 and 2.13

2 Column Proof Statement – usually what is congruent, or measurements Reason – why you can write the statement State what is given in the problem, either already marked in the picture or they tell you State other parts of triangles congruent and give a reason why Vertical angles Definitions such as midpoint or bisect Reflexive property – side shared in 2 triangles, could be a common angle Symmetric property a=b and b=a Transitive property a=b, b=c therefore a=c State triangles congruent, congruency statement and why congruent

Take notes from Methods and meanings Finish proofs worksheet Quiz Friday!