Tuesday
|
Thursday
|
|
Sep 10: Rates of change, secant
lines, and
tangent lines (§1.1)
|
Sep 15: Limits (§1.2)
|
Sep 17: How to calculate limits
(§1.3)
|
Sep 22: Trigonometry and a hard
limit (§1.4-§1.6)
|
Sep 24: Continuity
(§2.1-§2.3)
|
Sep 29: Intermediate Value
Theorem
(§2.4)
|
Oct 1: Derivatives
(§3.1-§3.2)
|
| Oct 6: How to calculate
derivatives (§3.3-§3.6) |
Oct 8: Quotient Rule and trig
functions (§3.7-§4.1) |
| Oct 13: Chain Rule and Implicit
Differentiation (§4.2-§4.3) |
Oct 15: Exponentials and
logarithms (§4.4-§4.6) |
| Oct 20:
Related rates (§5.1) |
Oct 22: Review
|
| Oct
27: Midterm Exam |
Oct 29: Optimization (§5.2) |
| Nov 3: Mean
Value Theorem and monotonicity
(§5.3-§5.4) |
Nov 5: Concavity
(§5.5) |
| Nov 10: Sketching graphs
(§5.5 cont.) |
Nov 12: Second derivative
(§5.6) |
| Nov 17: More optimization
(§5.7) |
Nov 19: Limits at infinity and
accurate graphs (§5.8-§5.9) |
| Nov 24: Area and the definite
integral (§6.1) |
Nov 26: Properties of
the definite integral (§6.2) |
| Dec 1: Fundamental Theorem of
Calculus (§6.3) |
Dec 3: Integration by
substitution (§6.4) |
| Dec 8: Variable endpoints of
integration (§6.5) |
Dec 10: Proof of the Fundamental
Theorem (§6.6) |