Homework List
 
Date
Topic
Homework
Due
9/4
Chapter 1 Precalculus Review Chapter 1 Review: #9,19,23,25,29,31,39,41,43,45,49,51
Not due
9/6
§2.1 The Limit Process (An Intuitive Introduction) §2.1 #1-10,13,18,23,29,40
9/11
9/11
§2.2 Definition of a Limit §2.2 #21,23,24,27,32,33,35
9/13
9/13
§2.3 Some Limit Theorems
§2.4 Continuity
§2.3 #6,13,14,18,21,27
§2.4 #1,2,31
9/18
9/18
§2.5 The Pinching Theorem; Trigonometric Limits §2.5 #2,15,27,33
9/20
9/20
§3.1 The Derivative §3.1 #1,4,7,19,21,35-39
9/25
9/25
§3.2 Some Differentiation Formulas §3.2 #7-9,38,39,63,69
9/27
9/27
§3.3 The d/dx Notation; Derivatives of Higher-Order
§3.4 The Derivative As A Rate of Change
§4.9 Velocity and Acceleration; Speed
§3.3 #30,36,41
§3.4 #2,7,13
§4.9 #1,2,8,13,16-18
10/2
10/2
§3.5 The Chain Rule
§3.6 Differentiating The Trigonometric Functions
§3.5 #9,10,20,22,25,48,55
§3.6 #9,26,33,38,50,56
10/4
10/4
§3.7 Implicit Differentiation; Rational Powers §3.7 #7,9,10,30,41,55
Extra Credit Project Assigned - Due 10/18
10/9
10/9
§2.6 Two Basic Theorems
§4.1 The Mean-Value Theorem
§2.6 #2,3,13-16
§4.1 #2,3,5,8
10/18
10/11
Midterm 1 Review Problems:
Chapter 2 (p. 103-104) #2,4,7,9-11,14,24,26,30,33,35-38,44
Chapter 3 (p. 152-153) #6-8,12,14,18,20,24,26,28,33,34,38,40,44,46,50
Chapter 4 (p. 233) #43,44a
Not due
10/18
Topology and Knot Theory No homework

10/23
§4.2 Increasing and Decreasing Functions
§4.6 Concavity and Points of Inflection
§4.7 Vertical and Horizontal Asymptotes; Vertical Tangents and Cusps
§4.8 Some Curve Sketching
§4.2 #2,23,39,42
§4.6 #3,7,19,45
§4.7 #1,35,38
§4.8 #4,13,21
10/25
10/25
§4.3 Local Extreme Values
§4.4 Endpoint Extreme Values; Absolute Extreme Values
§4.2 #55
§4.3 #3,19,24,34
§4.4 #4,15,23
10/30
10/30
§4.5 Some Max-Min Problems §4.5 #15,16,47,61,62
11/1
11/1
§4.10 Related Rates of Change Per Unit Time §4.10 #7,10,22,24,37
11/6
11/6
§5.1 An Area Problem; a Speed-Distance Problem
§5.2 The Definite Integral of a Continuous Function
§5.2 #12,13,31,32,40,41
11/8
11/8
§5.3 The Function f(x) = ax f(t) dt
§5.4 The Fundamental Theorem of Integral Calculus
§5.3 #5,25
§5.4 #3,8,19,22,25,28,35,43
11/13
11/13
§5.5 Some Area Problems
§5.6 Indefinite Integrals
§5.5 #4,7,8,11,15,17,24,28
§5.6 #7,10,21,28,39,44
11/20
11/15
Midterm 2 Review Problems:
Chapter 4 (p. 232-233) #8,12,14,16,18,20,22,
24(not oblique),25(not oblique),30,31,34,36,38-42,46,49-53
§5.3 #26,28
§5.4 #2,6,10,14,16,18,20,24,26,28,36,38,42,56,60,62
Not due
11/20
§5.8 Additional Properties of the Definite Integral
§5.9 Mean-Value Theorems for Integrals; Average Value of a Function
§5.8 #17,19,22,35,36
§5.9 #7,9,12
Extra Credit Project Assigned: Project 5.5 (p. 266-268) - Due 12/4
11/27
11/27
§5.7 Working Back from the Chain Rule; the u-Substitution §5.7 #3,16,21,32,35,51,56,77,82
11/29
11/29
§6.1 More on Area §6.1 #15,18,21,26,30,31,35
12/4
12/4
§6.2 Volume by Parallel Cross Sections; Disks and Washers §6.2 #2,9,13,14,19,28,33
12/6
12/6
§6.3 Volume by the Shell Method §6.3 #3,5,23,27
Not due
12/18, 2-5pm
Final Exam Review Problems:
Chapter 5 (p. 290-291) #4,6,10,12,24,28-30,32,34,38,40,44(second one)
Chapter 6 (p. 330-331) #2,4,6,10,12,14,16,18,22
Not due