Class
recap and Tentative schedule (subject to change)
Date |
Summary |
Note |
Thursday, August 14 |
Limits and
continuity |
|
Monday, August 18 |
No class |
National science day |
Thursday, August 21 |
Derivatives
(limit definition and short-cuts) and high-order derivatives |
|
Monday, August 25 |
Meaning of
derivatives |
|
Thursday, August 28 |
Chain rule |
|
Monday, September 1 |
Implicit differentiation
|
|
Thursday, September 4 |
Inverse
function, Logarithms |
|
Monday, September 8 |
General
exponential and logarithm |
|
Thursday, September 11 |
Inverse trig,
Related rates Handout |
|
Monday, September 15 |
Linearization,
differential |
|
Thursday, September 18 |
Extreme value |
|
Monday, September 22 |
Mean value
theorem, Indeterminate forms |
|
Thursday, September 25 |
L’Hôpital’s Rule |
|
Monday, September 29 |
Newton
method, Taylor series |
|
Thursday, October 2 |
Midterm
review |
|
Monday, October 6 |
Midterm week |
|
Thursday, October 9 |
Midterm week |
|
Saturday, October 11 |
Midterm
12-3 PM at RB 5401 |
|
Monday, October 13 |
Indefinite
integrals |
|
Thursday, October 16 |
Integration
by substitutions |
|
Monday, October 20 |
Riemann sum
and area under a curve |
|
Thursday, October 23 |
No class |
|
Monday, October 27 |
-The first
fundamental theorem of calculus -Properties
of definite integral -Mean-value
theorem |
|
Thursday, October 30 |
Areas between
curves |
|
Monday, November 3 |
Volume of
solids of revolution |
|
Thursday, November 6 |
Arc length of
plane curves |
|
Monday, November 10 |
Integration
by parts |
|
Thursday, November 13 |
Integration
of trigonometric functions |
|
Monday, November 17 |
Integration
by trigonometric substitutions |
|
Thursday, November 20 |
Integration
by partial fractions |
|
Monday, November 24 |
Numerical
integration |
|
Thursday, November 27 |
-Definition and
examples of improper integrals |
|
Monday, December 3 |
Final week |
|
Thursday, December 6 |
Final week |
|
Tuesday, December 9 |
Final
exam |
|