Syllabi:
MATH 201 Syllabus
Section 001 (doc)
(pdf)
Section 002 (doc) (pdf)
MATH 201H Syllabus
Section 001 (doc)
(pdf)
Section 002 (doc)
(pdf)
Lecture
Notes:
Section 1.1
(Limits: An Intuitive Approach)
Section 1.2 (Computing
Limits)
Section 1.3 (Limits at
Infinity; End Behavior of a Function)
Section 1.5 (Continuity)
Section 1.6 (Continuity of
Trigonometric, Exponential, and Inverse Functions)
Section 2.1 (Tangent Lines
and Rates of Change)
Section 2.1 Worksheet
Section 2.2 (The Derivative
Function)
Section 2.3 (Introduction
to Techniques of Differentiation)
Section 2.4 (The Product
and Quotient Rules)
Section 2.5 (Derivatives of
Trigonometric Functions)
Section 2.6 (The Chain
Rule)
Section 3.1 (Implicit
Differentiation)
Section 3.2 (Derivatives of
Logarithmic Functions)
Section 3.3 (Derivatives of
Exponential and Inverse Trigonometric Functions)
Section 3.4 (Related Rates)
Section 3.4 Worksheet
Section 3.5 (Local Linear
Approximation; Differentials)
Section 3.6 (L'Hopital's
Rule; Indeterminate Forms)
Section 4.1 (Analysis of
Functions I: Increase, Decrease, and Concavity)
Section 4.2 (Analysis of
Functions II: Relative Extrema; Graphing Polynomials)
Section 4.4 (Absolute
Maxima and Minima)
Section 4.5 (Applied
Maximum and Minimum Problems)
Section 4.7 (Newton's
Method)
Section 4.8 (Rolle's
Theorem; Mean Value Theorem)
Section 5.2 (The Indefinite
Integral)
Section 5.3 (Integration by
Substitution)
Section 5.5 (The Definite
Integral)
Section 5.5 Worksheet
Section 5.6 (The
Fundamental Theorem of Calculus)
Section 5.7 (Rectilinear Motion Revisited Using Integration)
Section 5.8 (Average Value
of a Function and its Applications)
Homework:
The purpose of these homework assignments is not to simply solve the problem,
but to provide an explanation for the solution of the problem. You will be
graded on the correctness of your mathematics, the correctness of your
explanation, and how well the explanation is written.
Section 1.1 #20 - due Wednesday 8/28
Section 1.2 #32 - due Friday 8/30
Section 1.3
#24 - due Monday 9/2
Section 1.5
#44 - due Wednesday 9/4
Section 1.6 #65 - due Friday 9/6
Section 2.2 #48 - due Wednesday 9/11
Section 2.3 #51 - due Friday 9/20
Section 2.4 #39 - due Monday 9/23
Section 2.5 #32 - due Wednesday 9/25
Section 2.6 #76 - due Wednesday 9/25
Section 3.1 #10 - due Friday 9/27
Section 3.2 #36 - due Friday 10/4
Section 3.3 #72 - due Monday 10/7
Section 3.5 #3 - due Wednesday 10/9
Section 3.6 #42 - due Wednesday 10/23
Section 4.1 #12 - due Friday 10/25
Section 4.2 #77(a) - due Wednesday 10/30
Section 4.4 #43 - due Friday 11/1
Section 4.5 #22 - due Monday 11/4
Section 4.7 #6 - due Friday 11/8
Section 4.8 #20 - due Wednesday 11/13
Section 5.2
#52 - due Friday 11/15
Section 5.3
#30 - due Monday 11/18
Section 5.7 #42 - due Monday 11/25
Projects:
Guide to Writing in Mathematics
Project Guidelines
Checklist for Writing
Projects
Honors project #1 -
due 10/2
Honors project #2 -
due 12/2
Class project - due 11/11
Miscellaneous:
Tangent Line animation
Area Under the Curve