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Schedule
9/21: Introduction, 2.1
9/23: Calculating limits, 2.2, 2.3, HW #1
9/26: The precise definition of limit, 2.4
9/28: Continuity, 2.5, QUIZ #1
9/30: Limits at infinity, 2.6, HW #2
10/3: Slopes, velocities, rates of change, 2.7
10/5: Derivatives from the definition, 2.8, QUIZ #2
10/7: More about derivatives, 2.9, HW #3
10/10: Derivatives of polynomials and exponentials, 3.1, MIDTERM REVIEW IN #134 CTL 7-9 pm
10/12: Review, MIDTERM 7:00 pm (Chapter 2)
10/14: Product and Quotient rules, 3.2
10/17: Applications, 3.3
10/19: Derivatives of trigonometric functions, 3.4
10/21: Composition of functions and the Chain Rule, 3.5, HW #4
10/24: Implicit differentiation, 3.6
10/26: Higher order derivatives and applications, 3.7, Quiz #3
10/28: Derivatives of log functions and inverse trig functions, 3.8, HW #5
10/31: Maximum and minimum values, 4.1, Quiz #4
11/2: NO CLASS
11/4: MIDTERM READING PERIOD
11/7: The Mean Value Theorem, HW #6, MIDTERM REVIEW IN #134 CTL 7-9 pm
11/9: Review, MIDTERM 7:00 pm (Chapter 3)
11/11: L'Hopital's rule, 4.4
11/14: Optimization, 4.7
11/16: Antiderivatives, 4.10
11/18: Areas and distances, 5.1, HW #7
11/21: The definite integral, 5.2
11/23-27: THANKSGIVING RECESS
11/28: The Fundamental Theorem of Calculus in action, 5.3
11/30: The Fundamental Theorem of Calculus, proofs, 5.3, Quiz #5
12/2: Evaluations, catch up, review for final, HW #8
12/5: FINAL EXAM REVIEW IN #134 CTL 7-9 pm
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