|
Tuesday
|
Thursday
|
| 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] |
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]
|
| Feb. |
4
Section
6.7 Physical applications
QUIZ 6 (6.6) [Blank | Solved]
|
6
Section 8.1 Integration
techniques
QUIZ 7 (6.7)
|
11
TEST 1 (on 6.2-6.7)
|
13
Section 8.2 Integration
by parts
QUIZ 8 (8.1)
|
18
Section 8.3 Trigonometric
integrals
|
20
Section 8.4 Trigonometric
substitutions
|
25
Section 8.5 Partial
fractions
|
27
Section 8.6 Integration
Strategies
Section 8.9 Improper Integrals
|
| March |
4
Section 8.9 Improper Integrals
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 8.8 Numerical
integration
Section 12.1 Parametric
equations
|
11
SPRING BREAK
|
13
SPRING BREAK
|
18
Section
12.2 Polar coordinates
|
20
Section
12.3 Calculus in polar coordinates
Section 10.1 Overview
of sequences and series
|
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
|
| April |
1
Section 10.3 Infinite
series
No quiz! |
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
|
15
Section 10.8
Choosing a convergence test
Section 11.1
Approximating functions with polynomials
|
17
Section
11.1 (Continued)
|
22
Section 11.2 Properties
of power series
|
24
Section
11.3 Taylor Series
|
29
Section
11.4 Working with Taylor Series
Last day of class
|
1
|
| May |
6
SECTION 11 FINAL EXAM
Harris Hall 2138
4:00-6:50 pm
|
8
|