MAPLE Labs
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Calculus MAPLE Labs

Note: The exercises referred to in these labs are from the Alternate Sixth Edition of Calculus by Larson, Hostetler & Edwards.

Curve Sketching
Limits at Infinity and Newton's Method
Integration
Areas Under Curves
Exponential Functions
Logarithmic Functions
Trigonometric Functions
Inverse Trigonometric Functions

Note: These labs are sample chapters from my Calculus workbook Why Do I Need Calculus? An Architecture, Humanities and Social Sciences Approach and may be used as long as I am notified and credited. Other chapters are available via email at rpimath@hotmail.com.

Implicit Differentiation
Areas Under Curves

Differential Equations MAPLE Labs

Notes: The exercises referred to in these labs are from the Seventh Edition of Elementary Differential Equations by Boyce & DiPrima. Some of these MAPLE labs have been modified from the work of Dave Schmidt at RPI.

Verifying Solutions and Direction Fields
Integral Curves and Homogeneous Plots
1st Order Linear DEs and Exact Equations
Euler's Method
Solving the Characteristic Equation and Solution Plots
More Solution Plots and Reduction of Order
Undetermined Coefficients
The Wronskian and Variation of Parameters
Higher Order Linear Homogeneous DEs with Constant Coefficients
Higher Order DEs - Undetermined Coefficients
Higher Order DEs - Variation of Parameters
Laplace Transforms, The Heaviside Function and Convolution Integrals
Matrix Operations, Eigenvalues and Eigenvectors
Direction Fields for Systems of 1st Order Equations
Solving Systems of 1st Order Equations
Numerical Methods
Using MAPLE to Compute Fourier Series

  Last Modified on Saturday, April 17, 2004.