0 
Aug 21 
 
Homework 0 is designed to review prerequisite material. It is available here: hw0.pdf. 
1 
Aug 28 
LAN Ch2 
 In LAN Chapter 2 Part 1:
 p. 3: Exercise #1,
 p. 6: Exercises #13, (Note: in #1, the letter i is used as an index, not sqrt(1). For example, in (a), the entry a_{1,2} in the first row (i = 1) and second column (j = 2) is given by the formula a_{i,j} = i + j = 1 + 2 = 3.)
 p. 11: Exercises #1#3, for matrices (a) through (d) only.
 p. 15: #1(a,b), #2(a), #3(a), #4, #5.
 In LAN Chapter 2 Part 2:

2 
Sep 4 
LAN Ch3,Ch4 
 In LAN Chapter 3 Part 1:
 In LAN Chapter 4 Part 1:
 p. 11 Exercises #1(16), #2#7
 In LAN Chapter 4 Part 2:

3 
Test: Sep 11 
LAN Ch5 
 In LAN Chapter 5 Part 1:
 p. 13: Exercise #2#4 (Note: DUD means directly using the definition. The only technique we have seen to solve these problems is to use the definition.)
 In LAN Chapter 5 Part 2:
 p. 16: Exercise #2
 Let V be the vector space of realvalued functions on the whole real line over the scalar field of real numbers. Decide whether the following sets of functions are linearly independent or linearly dependent in V.
 {sin(x), sin(2x), x}
 {x^{2}, x^{2} + 3x, 2x}

4 
Sep 23 
10.110.4 
 10.1 119 odd.
 10.2 921 odd.
 10.3 121 odd.
 10.4 117 odd, 2333 odd.
 For an extra point on quiz 4, write the word orthogonal next to your name.

5 
Sep 23 
10.5,10.7,10.8 
Quiz 5 covers 10.5, 10.7, and 10.8 until Normal and Binormal Vectors on p. 574.
 10.5 143 odd.
 10.7 115 odd, 1722 (all), 3951 odd, 5765 odd.
 10.8 121 odd.
35, 37, 41.

6 
Test: Oct 7 
10.8,10.9 (not including Kepler's Laws) 
 10.8 35, 37, 41.
 10.9 111 odd, 1521 odd.

7 
Oct 16 
11.1, 11.2 
 11.1: 131 (odd), 4146.
 11.2: 115 (odd), 1927 (odd), 29, 30.

8 
Oct 28 
11.311.5 
 11.3: 133 odd, 3753 odd, 65, 71.
 11.4: 15 odd, 1125 odd, 31.
 11.5: 125 odd, 29, 33, 39.

9 
Test: Nov 4 
11.6,11.7 
 11.6: 125 odd, 31, 33, 37
 11.7: 113 odd, 2327 odd, 31, 33, 37, 4145 odd.

10 
Nov 13 
12.112.3 
 12.1: 133 odd, 37,39
 12.2: 127 odd, 3141 odd, 48, 51
 12.3: 117 odd, 2329 odd

11 
Test: Dec 2 
12.{47}, 13.{1,2} 
 12.4: 113 odd
 12.5: 119 odd, 25, 31, 37
 12.6: 113 odd
 12.7: 115 odd, 21, 23
 13.1: 117 odd, 2125 odd, 29, 31
 13.2: 119 odd, 27, 33, 35

12 
Final: Dec 9 
13.{3,4} 
 13.3: 121 (odd)
 13.4: 1,3,719 (odd)
