Week |
Topics |
Assignments |
---|---|---|
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Introduction Sec. 1.1: Four ways to represent a function |
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Jan 28 |
Sec. 1.2: Mathematical models Sec. 1.3: New functions from old functions Sec. 1.5: Exponential functions |
Problem Set 1 due Feb 4 or 5 |
Early Midterm Exam: Wednesday, February 6, 8:30 - 10:00 pm |
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Feb 4 |
Sec. 1.6: Inverse functions and logarithms Sec. 2.1: The tangent and velocity problems |
Problem Set 2 due Feb 13 or Feb 14 |
Feb 11 |
Sec. 2.2: The limit of a function App. D: Precise definitions of limits Sec. 2.3: Calculating limits using the limit laws |
Problem Set 3 due Tues Feb 19 or Wed Feb 20 |
Feb 18 |
Sec. 2.4: Continuity Sec. 2.5: Limits involving infinity |
Problem Set
4 due Mon. Feb 25 or Tues. Feb 26 |
Feb 25 |
Sec. 2.6: Tangents, velocities, and other rates of change |
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Midterm Examination I: Monday, March 4,
8:30-10:00 pm |
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Mar 4 |
Sec. 2.7: Derivatives Sec. 2.8: The derivative as a function |
Problem Set 5 due Tues/Wed Mar 12/13 |
Mar 11 |
Sec. 2.10: What does f' say about f? Sec. 3.1: Derivatives of polynomials and exponentials Sec. 3.2: The product and quotient rules |
Problem Set 6 due Wed/Thurs March 20/21 |
Mar 18 |
Sec. 3.4: Derivatives of trigonometric functions Sec. 3.5: The chain rule Sec. 3.6: Implicit differentiation |
Problem Set 7 due Tu/Wed Apr 2/3 |
Monday March 25 - Friday, March 29: Spring Break (no classes)
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Apr 1 |
Sec. 3.7: Derivatives of logarithmic functions Sec. 3.8: Linear approximation and differentials Sec. 4.1: Related rates |
Problem Set 8 due Wed/Thurs, Apr 10/11 |
Midterm Examination II: Thursday, April 11,
8:30 -10:00 pm |
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Apr 8 |
Sec. 4.2: Maximum and Minimum values Review |
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Apr 15 |
Sec. 4.3: Derivatives and the shapes of curves Sec. 4.5: Indeterminate forms and L'Hospital's rule Sec. 4.6: Optimization problems |
Problem Set 9 due Mon/Tues Apr 22/23 |
Apr 22 |
Sec. 4.9: Antiderivatives Sec. 5.1: Areas and distances |
Problem Set 10 due Mon/Tues, April 29/30 |
Apr 29 |
Sec. 5.2: The definite integral Sec. 5.3: Evaluating definite integrals Sec. 5.4: The Fundamental Theorem of Calculus |
Problem Set 11 due Mon/Tues May 6/7 |
May 6 |
Review |
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Tuesday, May 7: last class day | ||
Final Examination: Friday, May 10, 2:00-4:30 pm |