| Note: This calendar is
subject to change; check frequently for updates. Disclaimer: Lecture notes are written in advance and may not always reflect exactly what was done in class on that day. (For example, a student's question could lead to a discussion of examples not included in the notes. Also, lecture notes may contain a few extra examples not done in class, in interest of time.) |
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| Jan. | 19 Review of functions and trig functions Hammack 2: Function Review (optional reading) Hammack 3: Trig Review (please read) Link to today's notes |
20 Trig review (continued) Hammack 4: Inverse Function Review (please read) Link to today's notes |
21 Review of inverse functions and logarithms Hammack 5: Logarithm Review (please read) Link to today's notes Assignment #1 due: (from Hammack 3) §3.1: 2, 8, 14, 20, 22 §3.2: 7, 12 §3.4: 2 |
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| 26 Review of inverse trig functions Hammack 6: Inverse Trig Review (please read) Link to today's notes Assignment #2 due: (from Hammack 4 and Hammack 5)
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27 Briggs & Cochran §2.1, 2.2: Introduction to limits Link to today's notes Assignment #3 due: (from Hammack 6) §6.1: 4, 6 §6.3: 2, 8, 16, 20, 26 §6.5: 2 |
28 §2.3: Computing limits Link to today's notes |
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| Feb. | 2 §2.3: Computing limits Link to today's notes |
3 §2.3: Computing limits (Continued) Assignment #4 due: B&C §2.2: 24, 28 B&C §2.3: 20, 26, 32, 40, 46, 50 |
4 §2.4: Infinite limits Link to today's notes |
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| 9 §2.5: Limits at infinity Link to today's notes |
10 §2.5: Limits at infinity (Continued) |
11 §2.6: Contunity Link to today's notes Assignment #5 due: B&C §2.4: 10, 20, 30 B&C §2.5: 14, 32, 54, 66, 68 |
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| 16 §3.1: The Derivative Link to today's notes Assignment #6 due: B&C §2.6: 10, 14, 32, 36, 52, 76 Review Session (optional) Harris 3003, 7:00–9:00 pm |
17 TEST #1 (Everything up through §2.6) [Blank | Solved] |
18 §3.1: The Derivative (continued) §3.2: Working with derivatives Link to today's notes |
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| 23 §3.3: Rules for differentiation Link to today's notes |
24 §3.4: The product and quotient rules Link to today's notes |
25 §3.5: Derivatives of trig functions Assignment #7 due: B&C §3.1: 32 B&C §3.2: 12 B&C §3.3: 10, 18, 36a, 40, 44 B&C §3.4: 10, 12, 20, 28, 48 |
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| Mar. | 1 §3.7: The chain rule Link to today's notes |
2 §3.6: The derivative as a rate of change Link to today's notes |
3 §3.8: Implicit differentiation Link to today's notes Assignment #8 due: B&C §3.5: 18, 24, 34, 46, 60, 64a B&C §3.6: 14 B&C §3.7: 22, 30, 42, 48, 60 |
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| 8 SPRING BREAK |
9 SPRING BREAK |
10 SPRING BREAK |
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| 15 §3.8: Implicit differentiation (See March 3 for notes.) §3.9: Derivatives of exponential and log functions Link to today's notes |
16 §3.10: Derivatives of inverse trig functions Link to today's notes |
17 §3.11: Related rates Link to today's notes |
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| 22 §4.1: Maxima and minima Assignment #9 due: B&C §3.8: 8, 14, 54 B&C §3.9: 16, 20, 24, 36, 68 B&C §3.10: 8, 10, 16, 34 Review Session (optional) Harris 3003, 7:00–9:00 pm |
23 TEST #2 (3.2–3.10)
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24 §4.1: Maxima and minima §4.2: What deriviatves tell us Link to today's notes |
25 Last day to withdraw with a grade of "W" |
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| 29 §4.2: What deriviatves tell us Link to today's notes |
30 §4.2: What deriviatves tell us (continued) §4.3: Graphing functions Link to today's §4.2 notes Link to today's §4.3 notes |
31 §4.4: Optimization problems Link to today's notes Assignment #10 due: B&C §3.11: 10, 44 B&C §4.1: 20, 46ab B&C §4.2: 30, 46, 58, 78 |
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| April | 5 §4.4: Optimization problems (continued) §4.7: L'Hopital's Rule Link to today's notes |
6 §4.7: L'Hopital's Rule Link to today's notes |
7 §4.7: L'Hopital's Rule (continued) §4.6: Mean value theorem Link to today's notes Assignment #11 due: B&C §4.3: 34 B&C §4.4: 14, 20 |
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| 12 §4.9: Antiderivatives Link to today's notes |
13 §4.9: Antiderivatives Link to today's notes |
14 §4.9: Antiderivatives (continued) §5.1: Areas under curves Link to today's notes |
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| 19 §5.2: The definite integral Link to today's notes Assignment #12 due: B&C §4.7: 18, 40, 46, 52, 56, 58 B&C §4.9: 24, 30, 36, 42, 68, 92 Review Session (optional) Harris 3003, 7:00–9:00 pm |
20 TEST #3 (3.11, 4.1, 4.2, 4.3, 4.4, 4.7, 4.9) [Blank | Solved] |
21 §5.3: The fundamental theorem of calculus Link to today's notes |
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| 26 §5.3: The fundamental theorem of calculus (continued) §5.4: Working with integrals Link to today's notes |
27 §5.5: The substitution rule Link to today's notes |
28 §5.5: The substitution rule (continued) Link to today's notes Assignment #13 due: B&C §5.1: 42d B&C §5.2: 22, 30, 40, 42ac B&C §5.3: 30, 32, 36, 40, 46, 50, 60 |
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| May | 3 Last day of class: Exam review and prep Assignment #14 due: B&C §5.4: 8, 22 B&C §5.5: 14, 18, 20, 22, 30, 40, 46, 52 |
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| 10 FINAL EXAM 8:00–10:50 am |
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