1.1 Unit Circle |
OSP 5.2 #35-63 odd; OSP 5.3 #19, 21, 49, 51 |
1.2 Graphs of Trig Functions |
OSP 6.1 #11-25 odd; OSP 6.2 #6-9, 19, 21, 25, 31, 37 |
1.3 Inverse Trig Functions |
OSP 6.3 #9-15 odd, 25, 31-35 odd |
1.4 Trig Word Problems |
OSP 6.3 #53-61 odd; OSP 6.1 #48 |
2.1 Identities |
OSP 7.1 #5-15 odd, 29-41 odd |
2.2 Sum/Difference Identities |
OSP 7.2 #5-25 odd, 29 |
2.3 Multiple Angle Identities |
OSP 7.3 # 5-17 odd, 31-35 odd, 39, 59 |
2.4 Law of Sines/Cosines |
OSP 8.1 # 7, 9, 15, 17, 31, 33 OSP 8.2 #7, 9, 21 |
3.1-3.2 Vectors and Dot Product |
OSP 8.8 # 1-53 odd (#33-35: also find angle between vectors) |
3.3 Parametric Equations |
OSP 8.6 # 7, 9, 39, 41 OSP 8.7 do Example 5, # 13, 17, 45 (also do with center at (3,4)), 63 (find max height and max distance), 65-69 odd |
3.4 Polar Coordinates |
OSP 8.3 # 7-15 odd, 41-43 odd (find all polar coordinates), 45-53 odd |
3.5 Polar Graphs |
OSP 8.3 # 17, 21, 29-39 odd, OSP 8.4 # (graph and analyze) 7, 9, 11, 17, 27, 39 |
3.6 Linear Systems |
OSP 9.6 # 19, 23, 43, 47 |
3.7 Matrices |
OSP 9.5 # 1-29 odd, 41-45 odd |
3.8 Matrix inverses, determinants |
OSP 9.7 # 7-17 odd, 27, 29, handout problems, OSP 9.8 # 5, 7, 9, 17, 21 |
Unit 3 Review exercises |
OSP Ch8 Review Exercises # 7-21 odd, 23-27 odd (analyze graphs), 47, 53-63 odd, OSP Ch9 Review Exercises # 5 (also solve with matrix inverse), 39-49 odd, 57, 61, 65 |
4.1 Function properties |
handout problems, SZ1.6 # 42-73 (Stitz-Zeager Precalculus) |
4.2 Function operations |
SZ1.5 # 11, 19; SZ1.7 # 19-37, also graph |f(x)|, f(|x|), f(-|x|); SZ5.1 # 13, 15; SZ5.2 # 1-9 odd |
4.3 Polynomials |
OSP 3.4 # 43-61 odd OSP 3.5 # 3, 5, 7 OSP 3.6 # 7, 9, 15, 17 |
4.4 More Polynomials |
OSP 3.6 # 29, 33, 37 |
4.5 Fundamental Theorem of Algebra |
OSP 3.1 # 1-43 odd OSP 3.6 For all three of these exercises, find the complete factorizations over both real and complex numbers. # 41 (2 is a root), 43 (-2/3 is a root), 45 (1-4i is a root) |
4.6 Rational functions |
OSP 3.7 # 11-19 odd, 31 (sketch a graph for all) |
5.1 Parabolas |
OSP 10.3 # 31-41 odd, 45, 47, 51, 53 |
5.2 Ellipses |
OSP 10.1 # 33-43 odd, 47, 49, 53, 55 |
5.3 Hyperbolas |
OSP 10.2 # 31-39 odd, 45, 47, 51, 53 |
6.1 Combinatorics |
handout problems; optional extra practice: OSP 11.5 # 7-29 odd |
6.2 Binomial theorem |
OSP 11.6 # 5-9 odd, 13-35 odd |
6.3 Probability |
OSP 11.7 # 7-49 odd |
6.4 More Probability |
OSP 11.7 # 18-25 all (twice: once with a fair coin, and once with a coin with P(heads) = .75), 47-59 odd |
6.5 Sequences |
OSP 11.1 # 7-17 odd, OSP 11.2 # 11-15 odd, 19, 29, 31, 43, 45, OSP 11.3 # 7, 15, 17, 25, 35 |
6.6 Series |
OSP 11.4 # 1-25 odd, 31-45 odd |
Unit 6 Review exercises |
OSP Ch11 Review Exercises # 1-57 odd |
7.1 Exponential / logarithm |
OSC1 1.5 # 233-238 all, 239-297 odd, 299 and 307 (do these two twice: with base 2 and base e) |
8.1 Limits |
OSC1 2.2 # 47-75 odd; OSC1 2.3 # 83-101 odd, 115, 117 |
8.2 Continuity |
OSC1 2.4 # 131-149 odd, 155, OSC1 3.1 # 1-9 odd |
8.3 The Derivative |
OSC1 3.1 # 11-15 odd, 23, 41, 43, 47, 51, OSC1 3.2 # 55-67 odd |
8.4 Differentiation rules |
OSC1 3.3 # 107, 109, 113, 115, 117, 123, 133, 135, 137, 139, 143 |
8.5 Rates of change |
OSC1 3.4 # 151-159 odd |
8.6 Trig functions |
OSC1 3.5 # 175, 177, 185, 187, 191, 193, 205-208, 209, 211 |
Unit 8 Review exercises |
OSC1 Ch2 Review # 213-223 odd, 227, 231; OSC1 Ch3 Review # 371, 373, 377, 387 |
9.1 Chain Rule |
OSC1 3.6 # 221-237 odd |
9.2 Implicit differentiation |
OSC1 3.8 # 301-309 odd |
9.3 Exp/log |
OSC1 3.9 # 331-345 odd |
9.4 Inverse trig functions |
OSC1 3.7 # 279, 283, 285 |
Unit 9 Review exercises |
OSC1 Ch3 Review # 367-391 odd |
10.1 Extreme values |
OSC1 4.3 # 101, 103, 111, 113, 119-129 odd |
10.2 Mean value theorem |
OSC1 4.4 # 153-159 odd, 167-183 odd, 193; Find all antiderivatives of: $1, x, x^2, cos x, sin x, e^x$ |
10.3 Extreme value tests |
OSC1 4.5 # 201, 203, 221, 225-231 odd, 235 |
10.4 Optimization |
OSC1 4.7 # 317, 319, 321, 337, 341 |
10.5 Linearization |
OSC1 4.2 # 51-67 odd |
Unit 10 Review exercises |
OSC1 Ch4 Review #525-537 odd, 545 |