1) Evaluating Common Angles. Notebook: Page 7,12,Uncommon Angles, Page 13

MA 113 Redesign

Topics, Schedule, Homework

Week 1

1) Evaluating common angles. Notebook: page 7,12,Uncommon angles, page 13.

Text: read pages 21-26, 28-30, 38-42 (reference angles).

2) Unit Circle and Radian Measure: Notebook, page 14-16.

3) More Common angles: notebook, page 17-19.

4) Angles Greater than 3600: notebook, read 18b,

do page 21-23 (as many as needed)

5) Simple trig equations. Notebook: do page 25,26a

Week 3

6) Solving right triangles. Text: read pages 93-98, do page 98: 1-5. Notebook: 26b (notes)

7) The eight (ten) fundamental Identities. Text: read pages 137-140. Notebook, do page 29, 30: 3, 7, 9, 10, 14, 16, 23, 25, 28.

Test #1

Week 5

8) Graphing trig functions (without phase shift). Text: read page 67 (bottom) – page 71 (top). Notebook, do pages 38, 40, 42.

Week 7

9) Trig Equations. Notebook, pages 44, 45. Text: read page 258-259 (look at examples 1 and 3 only.

10) Multiple angle trig identities. Notebook, page 31: 8, 9, 10 ,12, 14, 15, 17 Notebook page 51 bottom 1-6

11) Graphing functions with phase shift, notebook: page 49.

12) Advanced analysis of trig graphs, notebook: page 51.

Test #2

Week 9

13) Learn to graph all Trig Inverse Functions and be able to state their domains and ranges. Textbook: read page 241-256.

14) Evaluating trig inverse functions: Trig Notebook pages 57-61

15) Angular and Linear Speed: Notebook problems page 64.

16) Law of Sines / Cosines: Textbook, read page 101-115. Do problems as needed.

Test #3

Week 11

17) Conic Sections (Watch Conic Sections lecture on my server site under MA 112 movies) Notebook problems page 65.

Week 13

18) Vectors (Watch Youtube videos) Notebook: page 82: 1-10, page 83: 1-3

19) Polar graphing. Textbook: Study pages 211-217 (nice pictures).

Notebook: page 85 57, 62, 65, 66, 70, 90, 93, 95, 96

Polar graphs: page 98: 1,2, 9, 10, 12, page 103: 9, 10, 11, 13, 14