schedule

Week 1

Aug 26-30

Quiz 1

Session 1: Rates of change and tangents (2.1)

Session 2: Limit of a function and basics of limits (2.2)

Session 3: One-sided limits (2.4)

Week 2

Sep 2-6

Quiz 2

(No class)

Session 4: Continuity (2.5)

Session 5: Limits involving infinity; asymptotes (2.6)

Week 3

Sep 9-13

Quiz 3

Session 6: More practice with limits

Session 7: Tangents and derivatives at a point (3.1)

Session 8: Derivative as a function (3.2)

Week 4

Sep 16-20

Quiz 4

Session 9: Differentiation rules (3.3)

Session 10: More practice with differentiation rules

Session 11: Derivative as a rate of change (3.4)

Week 5

Sep 23-27

Quiz 5

Session 12: Derivative of trigonometric functions (3.5)

Session 13: More practice with using derivatives

Session 14: Chain rule (3.6)

Week 6

Sep 30-Oct 4

Quiz 6; Exam 1

Session 15: More practice with the chain rule

Review for Exam 1

Exam 1

(Exam on Thursday evening; no class on Friday)

Week 7

Oct 7-11

Session 16: Implicit differentiation (3.7)

Session 17: Derivatives of inverse functions and logarithms (3.8)

Session 18: Inverse trigonometric functions (3.9)

Week 8

Oct 14-18

Quiz 7

Session 19: Related rates (3.10)

Session 20: Linearization and differentials (3.11)

Session 21: Extreme values (4.1)

Week 9

Oct 21-25

Quiz 8

Session 22: Mean value theorem (4.2)

Session 23: Monotonicity; first derivative test (4.3)

Session 24: Concavity; second derivative test (4.4)

Week 10

Oct 28 - Nov 1

Quiz 9

Session 25: L'Hospital's rule (4.5)

Session 26: Optimization (4.6)

Session 27: More practice with optimization

Week 11

Nov 4-8

Quiz 10; Exam 2

Session 28: Newton's method (4.7)

Review for Exam 2

Exam 2

(Exam on Thursday evening; no class on Friday)

Week 12

Nov 11-15

Session 29: Antiderivatives (4.8)

Session 30: Area and Riemann sums (5.1)

Session 31: Sum notation and limits of sums (5.2)

Week 13

Nov 18-22

Quiz 11

Session 32: Definite integral (5.3)

Session 33: Fundamental theorem of calculus (5.4)

Session 34: Indefinite integrals and substitution (5.5)

Week 14

Dec 2-6

Quiz 12; Exam 3

Session 35: Definite integrals and substitutions; area between curves (5.6)

Review for Exam 3

Exam 3

(Exam on Thursday evening; no class on Friday)

Week 15

Dec 9-13

Session 36: Separable differential equations (7.2)

Session 37: Logarithm as an integral; hyperbolic functions

Information about the final

Finals

Dec 16-20

The final exam has not yet been scheduled. Do not make any travel plans requiring you to leave Ames before noon on Friday December 20 until the final has been scheduled.