Detailed Schedule -- Calculus 1, section 1

Fall 2019, Prof. Little

This is a tentative, evolving schedule. Topics may be added, deleted, or rearranged during the course of the semester. Any changes will be announced in class and here.

Date Class TopicSection in Rogawski/Adams, Calculus
9/4 Course introduction, functions 1.1
9/6 Precalculus diagnostic quiz; linear and quadratic functions 1.2
9/9 Basic classes of functions 1.3
9/11 Trigonometric functions 1.4
9/13 Inverse functions -- Problem Set 1 due 1.5
9/16 Exponential functions 1.6
9/18 Logarithm functions 1.6
9/20 Rates of change and tangent lines -- Problem Set 2 due 2.1
9/23 Limits 2.2
9/25 Basic limit laws 2.3
9/27 Exam I Chapter 1 and Section 2.1
9/30 The limit laws 2.3
10/2 Continuity 2.4
10/4 Evaluating limits algebraically -- Problem Set 3 due 2.5
10/7 Trigonometric limits 2.6
10/9 Limits at infinity 2.7
10/11 The Intermediate Value Theorem -- Problem Set 4 due 2.8
10/14, 16, 18 No Class -- Columbus Day Break
10/21 The derivative 3.1
10/23 The derivative as a function 3.2
10/25 Product rule -- Problem Set 5 due 3.3
10/28 Quotient rule 3.3
10/30 Rates of change; higher derivatives 3.4, 3.5
11/1 Exam II Chapter 2, 3.1-3.2
11/4 Trigonometric derivatives 3.6
11/6 Chain rule 3.7
11/8 Implicit differentiation -- Problem Set 6 due 3.8
11/11 Exponential and logarithmic derivatives 3.9
11/13 Related rates 3.10
11/15 More on related rates -- Problem Set 7 due 3.10
11/18 Extreme values 4.2
11/20 Mean Value Theorem 4.3
11/22 The shape of a graph Problem Set 8 due 4.4
11/25 L'Hopital's Rule 4.5
11/27, 29 No Class -- Thanksgiving Break
12/2 Curve sketching and asymptotes 4.6
11/4 Optimization 4.7
12/6 Exam III 3.3-3.10, 4.2-4.4
12/9 Conclude optimization 4.7
12/11 Newton's method for root-finding 4.8
12/13 Semester wrap-up Problem Set 9 due

The final exam for this course will be given at the announced time for MWF 8am classes, when that is determined by the Registrar.

Last modified: August 14, 2019