Here you can find what has been assigned for homework. Assigned homework is typically due on the following problem session.
Assigned 11/14: Nothing.
Assigned 11/16: Nothing.
Assigned 11/21: Prove theorems 3, 4, 5 on pp. 176 - 178. Prove theorems 5, 6 on pp. 182 - 183. (Can you do these without looking at the proofs in the book?) Show that similarity of triangles is an equivalence relation on the set of all triangles. Look through the problems for presentation (Matt will present solutions).
Assigned 11/28: Nothing.
Assigned 10/31: Prove Theorems 3 - 5 on page 150.
Assigned 11/02: Prove Postulate M-5 (page 96) as a theorem. Problems 10.3.1 - 10.3.2. Look through the problems for presentation (Chris and Danny will present solutions).
Assigned 11/07: Nothing.
Assigned 10/17: Problem 6.2.1 (prove SSS) (Andrew will present a solution). Read section 6.3.
Assigned 10/19: Prove that ASA implies SAS.
Assigned 10/24: 1) Prove "The hypotenuse of a right triangle is longer than either leg". 2) Prove "Let F be the foot of the perpendicular from A to the line through B and C. If the segment through BC is the longest side of the triangle ABC, then F is between B and C." 3) State the converse of the result in 2. 4) Is the statement in 3 true or false? Proof?
Assigned 09/26: Nothing.
Assigned 09/28: Problem 4.4.1. Read sections 4.5, 4.6.
Assigned 10/03: Problem 4.5.1 (prove Theorems 1-7). Look through problems 4.4.2 - 4.4.5. (Matt and Danny will present solutions.)
Assigned 10/05: Nothing.
Assigned 10/10: Read Chapter 5.
Assigned 09/12: Problem 3.4.6 (prove Lemma 2).
Assigned 09/14: Prove Theorems 1 - 5 (p. 66). Prove Theorems C-3, C-4 (p. 70). Look through Problems 3.5.5 - 3.5.8. (Meaning that you don't have to write anything down, but you should think about how to solve them. Andrew and Chris will present solutions.)
Assigned 09/19: Nothing.
Assigned 08/31: Problems 2.1.5, 2.1.6, 2.1.7.
Assigned 09/05: Prove Theorem 2, page 59. Problems 3.1.3, 3.1.4, 3.2.3, 3.2.4, 3.3.1.