Wright State University Calculus Laboratory Program

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Downloading Calculus Laboratory Materials

General Information on Mathematica notebooks for Calculus.

Information on Downloading Mathematica notebooks. 

In order for the notebooks to have the intended appearance, you need to install the notebook LabStyles.nb in the directory /Configuration/FrontEnd/StyleSheets inside the Mathematica directory.

Please drop me a note if you have problems...

Notebooks for Calculus I

Notebooks for Calculus II

Notebooks for Calculus III

Notebooks Without Results (For Current Users)

Windows: 229Labs.zip (815K)

Windows: 230Labs.zip (725K)

Windows: 231Labs.zip (1.0M)

MacOS: 229Labs.sit.hqx (1.0M)

MacOS: 230Labs.sit.hqx (950K)

MacOS : 231Labs.sit.hqx (1.3M)

Notebooks With Results (For Prospective Users)

Windows: 229Gr.zip (1.2M)

Windows: 230Gr.zip (1.1M)

Windows: 231Gr.zip (1.4M)

MacOS: 229Gr.sit.hqx (1.7M)

MacOS: 230Gr.sit.hqx (1.4M)

MacOS : 231Gr.sit.hqx (1.9M)

Individual Notebooks

01W Graphs and Mathematica (Win)
01M Graphs and Mathematica (Mac)
02 Functions and Graphs
03 Graphs and Calculus
04 Tangent Lines
05 Rates of Change
06 Derivatives and Graphs
07 Using Graphs
08 Sequences 
09 Iteration 
10 The Derivative 
11 Limits and Derivatives 
12 Limits and Infinity 
13 Polynomial Functions 
14 Transcendental Functions 
15 Algebra and Derivatives 
16 The Chain Rule 
17 Inverse Trig Functions 
18 Mean Value Theorem 
20 Derivatives and Rates 
21 Linear Approximation 
22 Quadratic Approximation 
23 Advanced Graphing 
24 Newton's Method 
25 Optimization
29 Projects I

27 Indeterminate Forms 
28 Antiderivatives 
31 Area 
32 Area and Functions 
33 Riemann Sums 
34 Areas and Limits 
35 Substitution 
36 Integration by Parts 
37 Partial Fractions 
38 Trigonometric Integrals 
39 Numerical Integration
40 Improper Integrals 
41 Areas in the Plane 
42 Volumes of Revolution 
43 Arc Length  
45 Differential Equations
49 Projects II

 

51 Vectors 
52 Dot Products 
53 Parametric Equations 
54 Vector Functions 
55 Polar Coordinates 
56 Rotations 
57 Vectors and Motion 
58 Velocity and Acceleration 
59 Modeling Motion 
66 Bézier Curves
67 Parametric Surfaces 
68 Quadric Surfaces 
70 Sequences and Limits 
71 Numerical Series 
72 Convergence 
73 Taylor Polynomials 
74 Taylor Series
75 Euler's Formula
76 Fourier Series

 


This page was last changed on August 21, 2000.
Send comments and suggestions to Richard Mercer, richard.mercer@wright.edu