What to expect on the midterm test in Math 467 1. You don't need to memorize proposition numbers. 2. DO learn the axioms and their numbers (and major theorems by name). 3. Know the CONTENT of definitions and theorems. 4. Test covers up through congruence (NOT continuity axioms). (You might want to try the October 19 homework early.) 5. There will be a revisable essay question worth 20 points. It may be or include a proof, but may be more conceptual. (Other questions may be "essay-like", too.) Improvements in the rewrite get only half credit; e.g., if your initial score is 16, your final score won't exceed 18. 6. There will be at least one proof. It might be a) one of the 4 main theorems (Pasch, crossbar, ASA, SSS) b) something you haven't seen before (but straightforward) c) something you have seen (straightforward) It will not be one of the team exercises, since that would give the team in question an unfair advantage. 7. I will provide the paper.