Syllabus
Important Dates:
Tuesday 9/23: Exam 1
Tuesday 10/28: Exam 2
Friday, 12/12, 12:00-1:50:
Final Exam.
Week
1 (8/25)
M 1.1 Functions.
T 1.3 Transformations.
W 1.2 Lines. Exponential functions and e.
F Hwk
due. 1.4 Logarithms.
Week
2 (9/1)
M NO
CLASS Labor
day.
T 1.5 Trigonometry
functions.
W QUIZ. 1.6 Rational
functions.
F Hwk
due. flex
Week
3 (9/8)
M 2.1 Instantaneous
rates.
T 1.7,
2.2 Continuity. Limits.
W 2.2 Limits
F Hwk
due. 2.3 Derivatives
Week
4 (9/15)
M 2.3 Derivatives.
T QUIZ. 2.4 Derivatives.
W 2.5 Derivatives.
F Hwk
due. 2.6 Second
derivative.
Week
5 (9/22)
M flex
T MIDTERM
1
W 2.7 Continuity
and differentiation.
F Hwk
due 3.1 Calculating
derivatives.
Week
6 (9/29)
M 3.2 Calculating
derivatives.
T 3.3 Calculating
derivatives.
W QUIZ. 3.4 Calculating
derivatives.
F Hwk
due. 3.4 Calculating
derivatives.
Week
7 (10/6)
M 3.5 Calculating
derivatives.
T Why
calculus?
W 3.6 Calculating
derivatives.
F Hwk
due. 3.6 Calculating
derivatives. Gin.
Week
8 (10/13)
M 3.7 Implicit
functions.
T QUIZ. 3.8 Parametric
equations.
W 3.9 Linear
approximation.
F Hwk
due. 3.10 Linear
approximation.
Week
9 (10/20)
M NO
CLASS Fall
break.
T NO
CLASS Fall
break.
W . App.
D NewtonÕs
method.
F GATEWAY. Hwk due. flex
Week
10 (10/27)
M 4.1 Max,
min, concavity.
T MIDTERM
2
W 4.1 Function
bingo.
F 4.2 Families
of curves.
Week
11 (11/3)
M 4.3 Optimization.
T 4.5 Optimization.
W 4.6 Hyperbolic
functions.
F Hwk
due. 4.7 Mean
value theorem.
Week
12 (11/10)
M 4.7 Mean
value theorem.
T QUIZ. flex
W 5.1 Integration.
F Hwk
due. 5.2 Integration.
Week
13 (11/17)
M 5.2 Integration.
T 5.3 Integration.
W 5.4 Fundamental
theorem of calculus.
F Hwk
due. 5.4 Fundamental
theorem of calculus.
Week
14 (11/24)
M flex
T QUIZ 6.1 Antiderivatives.
W NO
CLASS Thanksgiving
break.
F NO
CLASS Thanksgiving
break.
Week
15 (12/1)
M 6.1 Antiderivatives.
T 6.2 Antidifferentiation.
W 6.4 The
2nd fundamental theorem.
F Hwk
due. flex
Week
16 (12/8)
M Review
day.
Final Exam
Friday 12/12,
12:00-1:50 Comprehensive