Geometry Review

Here is my geometry review
It just so happens that, not counting theorems not in the book, there are 69 theorems and corollaries (that does include corollary 0 of 6-3). Except, I forgot to count SAS and SSS
So, all theorems can be found on pages 693-696 in the book. I don't know about theorems not in the book, but I'll get on that soon (by Monday the 15th).
I apologize for being lazy, but seriously, if you don't have these theorems in your notes or book, I can't really help you. This course is designed to prepare us for logical reasoning skills, and if you don't have them, you'll be screwed next year, in precalc, and in calculus. I apologize profusely.
~Joseph Andrews

just post key steps of the proofs of the theorems... its probably only like 2-5 for each anyways...

wait did you actually type a review or are you just saying look in the book?
i dont care either way but i just wanted to be sure

umm i was saying that everyone still has to know how to prove the theorems even if they understand the concepts. So maybe someone should post key steps.

ok what is the deal with all the convex stuff on the review sheet