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Authors:
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Don Kreider
Department of Mathematics, Dartmouth College
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Dwight Lahr
Department of Mathematics, Dartmouth College
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| Description: |
In this applet, the user applies Euler's Method to modeling population growth using the Malthus exponential model and the Verhulst constrained growth model. After finding the Euler solution, the user can check the solution with the Adaptive Euler Approximation or with a slope field. Also, the user can enter an exact solution obtained from separating variables (or whatever) and again check the Euler solution graphically. |
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| Keywords: |
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Population modeling, Verhulst model, Malthus model, Euler's Method, Java applet
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| More information about this material: |
Primary Audience:
College Lower Division,
College Upper Division
Mobile Compatibility:
Not specified at this time
Technical Requirements: Java-enabled Browser
Language:
English
Cost Involved:
no
Source Code Available:
unsure
Accessiblity Information Available:
unsure
Copyright:
yes
Creative Commons:
unsure
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