Detour proofs

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Detour Proofs In some proofs it is necessary to prove more than one pair of triangles congruent We call these proofs Detour Proofs

Transcript of Detour proofs

Page 1: Detour proofs

Detour Proofs In some proofs it

is necessary to prove more than one pair of triangles congruent

We call these proofs Detour Proofs

Page 2: Detour proofs

Detour Proofs Procedure for Detour Proofs

Determine which triangles you must prove congruent to reach the desired conclusion

Attempt to prove those triangles congruent – if you cannot due to a lack of information – it’s time to take a detour…

Find a different pair of triangles congruent based on the given information

Get something congruent by CPCTC Use the CPCTC step to now prove the triangles you

wanted congruent

Page 3: Detour proofs

Detour Proofs To summarize:

In detour proofs we prove one pair of triangles congruent, get something by CPCTC, and use that to prove what we were asked to prove in the first place