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Schedule for Fall 2003
Calculus I

  Mon Tue Wed Thu Fri
August 25
Preview
Section 1.1 Four Ways to Represent a Function 		26
Main Lab
11:30-1:10
 27
Section 1.2
Mathematical Models:
A Catalog of Essential Functions 		28


29
Section 1.3
New Functions from Old Functions
September 1
Labor Day Recess
 2
Main Lab
11:30-1:10
 3
Section 2.1
The Tangent and Velocity Problems 		4



 5
Section 2.2
The Limit of a Function
8
Section 2.3
Calculating Limits Using the Limit Laws 		9
Main Lab
11:30-1:10
 10
Section 2.4
The Precise Definition of the Limit 		11



 12
Section 2.5
Continuity
15
Section 2.6
Tangents, Velocities, and Other Rates of Change		 16
Main Lab
11:30-1:10
 17

Review & Catch-Up
 18



 19
TEST 1
22
Section 3.1
Derivatives
Spiritual Emphasis Week
 23
Main Lab
11:30-1:10
 24
Section 3.2
The Derivative as a Function
Spiritual Emphasis Week
 25


 26
Section 3.3
Differentiation Formulas
Spiritual Emphasis Week
October 29
Section 3.4
Rates of Change in the Sciences
 30
Main Lab
11:30-1:10
 1
Section 3.5
Derivatives of Trigonometric Functions 		2



 3
Section 3.6
The Chain Rule
6
Section 3.7
Implicit Differentiation 		7
Main Lab
11:30-1:10
 8
Section 3.8
Higher Derivatives		 9



 10
Section 3.9
Related Rates
13
Section 3.10
Linear Approximations and Differentials		 14
Lab
Test
 15
Section 4.1
Maximum and Minimum Values		 16



 17
Fall Break
20
Section 4.2
The Mean Value Theorem		 21
Main Lab
11:30-1:10
 22

Review & Catch-Up
 23



 24
TEST 2
27
Section 4.3
How Derivatives Affect the Shape of a Graph		 28
Main Lab
11:30-1:10
 29
Section 4.4
Limits at Infinity; Horizontal Asymptotes		 30



 31
Section 4.5
Summary of Curve Sketching





  Mon Tue Wed Thu Fri
November 3
Section 4.7
Optimization Problems		 4
Main Lab
11:30-1:10
 5
Section 4.8
Applications to Business and Economics		 6



 7
Section 4.9
Newton's Method
10
Section 4.10
Antiderivatives		 11
Main Lab
11:30-1:10
 12
Section 5.1
Areas and Distances		 13



 14
Section 5.2
The Definite Integral
17
Section 5.3
The Fundamental Theorem of Calculus		 18
Main Lab
11:30-1:10

 19
Section 5.4
Indefinite Integrals and the Net Change Theorem		 20
 21
Section 5.5
The Substitution Rule
Review & Catch-Up
24
TEST 3
 25
Main Lab
11:30-1:10
 26
Thanksgiving Break
 27



 28
Thanksgiving Break
December 1
Section 6.1
Areas between Curves		 2
Main Lab
11:30-1:10
 3
Section 6.2
Volumes		 4



 5
Section 6.3
Volumes by Cylindrical Shells
8
Section 6.4
Work		 9
Lab
Final
 10
Section 6.5
Average Value of a Function		 11



 12
Review
15
 16
 17
 18
 19
Final Exam
8:00-10:00 AM



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