Instructor: Dr. Heide Wiegel 706 - 542 - 4749 Adehold, 105E hwiegel@coe.uga.edu
Inchul Jung 706-542- 4569 Aderhold, 105J ijung@coe.uga.edu Lisa Sheehy 706-542-4573 Aderhold, 105 lsheehy@coe.uga.edu
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Dr. Wiegel |
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Inchul Jung |
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Lisa Sheehy |
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2:30 - 3:30 |
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2:30 - 3:30 |
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Click here to view the syllabus
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assigned problems from the Cooney text
(due 1/10)
Click here for the data collection directions
Click here for project details
(due 2/1)
Click here for the project details
Step Zero: (due 2/13)
Step One-A: (due 2/20)
Step One-B: (due )
Step Two: (due )
Step Three: (due~ varies)
Investigate the "Growth of Rat Populations" problem situation (handout)
Use the Standard POW Write-up (handout) as guidance for your write-up.
Your write-up: (due 2/8)
#5. Population growth Problem Write-up
Click here for Excel guidelines and Dr. Wiegel's response to your first drafts of this write-up.
Your revisions to the write-up: (due 2/26)
NEW!! (as of 3/13)
Click for Dr. Wiegel's spreadsheet presentation of this problem...
here to download the excel file (data and graphs)
here to view the html file of the graphs only
#6. The Logistic Function: Problem Write-up
(The Verhulst Model of Population Growth)
This write-up of the "Risky Encounter" Simulation should include:
1. The Problem Statement
2. Description of Simulation
3. Data Sheet (including graph)
4. Development of Recursive Formula
5. Spreadsheet with collected data and data generated by recursive formula... (be sure to also include one graph with both the collected and formula generated scatter plots)... remember the guidelines that Dr. Weigel has provided for excel :)
write-up: (due Thursday - 3/1)
Click here for the assignment details
(due Friday - 3/30 by 5:00pm)
Click here to download an Excel file of Pascal's Triangle
Click here to view Pascal's Triangle on the web
Click here for the assignment details
(due 4/10)