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Tuesday
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Thursday
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| Jan. | 14 Section 5.5 Review (Integration by substitution) If you need more §5.5 review, see my video lectures: 1. Integration by Substitution: [Kaltura | YouTube] (41 minutes) 2. More Substitution Examples: [Kaltura | YouTube] (21 minutes) 3. Substitution in Definite Integrals [Kaltura | YouTube] (26 minutes) |
16 Section 6.1 Velocity and net change Section 6.2 Area between curves QUIZ 1 (5.5) [Blank | Solved] |
| 21 Section 6.3 Volume by slicing QUIZ 2 (6.2) [Blank | Solved] |
23 Section 6.4 Volume by shells QUIZ 3 (6.3) [Blank | Solved] |
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| 28 Section 6.5 Length of curves QUIZ 4 (6.4) [Blank | Solved] |
30 Section 6.6 Surface area QUIZ 5 (6.5) [Blank | Solved] |
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| Feb. | 4 Section 6.7 Physical applications QUIZ 6 (6.6) [Blank | Solved] |
6 Section 8.1 Integration techniques QUIZ 7 (6.7) [Blank | Solved] |
| 11 SNOW DAY Read: Section 8.2 Integration by parts |
13 First 20 Minutes: Section 8.2 Integration by Parts TEST #1 (on 6.2-6.7) Heads:[Blank | Solved] Tails: [Blank | Solved] |
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| 18 Section 8.3 Trigonometric integrals Quiz 8 (8.1) [Blank | Solved] |
20 SNOW DAY Take Quiz 9 for practice. I will not collect it. Solution posted soon. Quiz 9 (8.2) [Blank | Solved] Study examples on page 5 of Section 8.3 Trigonometric integrals Read: Section 8.4 Trigonometric substitutions |
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| 25 Section 8.4 Trigonometric substitutions Section 8.5 Partial fractions |
27 Section 8.5 Partial Fractions (Continued) Quiz 10 (8.3) [Blank | Solved] Quiz 11 (8.4) [Blank | Solved] |
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| March | 4 Section 8.6 Integration Strategies Section 8.9 Improper Integrals Quiz 12 (8.5) [Blank | Solved] Section 8.9 will require that you be fluent with L'Hopital's rule. If you need to review it, here are three of my video lectures: 1. L'Hopital's Rule; forms 0/0 and ∞/∞ [Kaltura | YouTube] (30 minutes) 2. Indeterminate forms 0∞ and ∞-∞ [Kaltura | YouTube] (38 minutes) 3. Indeterminate forms ∞0, 1∞ and 00 [Kaltura | YouTube] (30 minutes) |
6 Section 8.9 Improper Integrals (continued) Section 8.8 Numerical integration Quiz 13 (8.6) [Blank | Solved] |
| 11 SPRING BREAK
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13 SPRING BREAK
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| 18 Section 12.1 Parametric equations Section 12.2 Polar coordinates Quiz 14 (8.9) |
20 Section 12.3 Calculus in polar coordinates Section 10.1 Overview of sequences and series |
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| 25 Section 10.2 Sequences |
27 TEST 2 (on 6.2-6.6, 8.1-8.6, 8.9) Note: Friday March 28 is the deadline to withdraw |
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| April | 1 Section 10.3 Infinite series |
3 Section 10.4 Divergence and integral tests |
| 8 Section 10.5 Comparison tests |
10 Section 10.6 Alternating series and absolute convergence Section 10.7 Ratio and root tests |
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| 15 Section 10.8 Choosing a convergence test Section 11.1 Approximating functions with polynomials |
17 Section 11.1 (Continued) |
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| 22 Section 11.2 Properties of power series |
24 Section 11.3 Taylor Series |
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| 29 Section 11.4 Working with Taylor Series Last day of class |
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| May | 6 SECTION 11 FINAL EXAM Harris Hall 2138 4:00-6:50 pm |
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