Difference between revisions of "A Gallery of Courses"

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The following courses are examples of actual WeBWorK courses and/or developmental materials that allow guest access. These courses are made available so that the greater mathematical community can see how WeBWorK is actually implemented in a wide variety of situations. For more information about the particular course and to ask for set definition files, etc. please contact the course owner directly.
 
   
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This page contains a selection of courses that are examples of actual WeBWorK courses and/or developmental materials that allow guest access. These courses are made available so that the greater mathematical community can see how WeBWorK is implemented in a wide variety of situations.
|Course
 
|Owner
 
|Description
 
|-
 
|[http://math.mc.edu/webwork2/sage_demos/ Sagelet Demos]
 
|travis@mc.edu
 
|Examples where the Sage cell server is used inside of a WeBWorK problem
 
|-
 
|[http://math.mc.edu/webwork2/301/ Intro to Proofs]
 
|travis@mc.edu
 
|Examples where WeBWorK can be used to supplement a traditional Foundations course
 
|-
 
|[http://www.teabun.ca/webwork2/MA1670_model/ Elementary Statistics]
 
|hedleypinsent@nf.sympatico.ca
 
|Based on "Basic Statistics for Business and Economics", Lind
 
   
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There are also model courses. The purpose of these model courses is to provide interested faculty with a collection of problems that allow an instructor to build his/her own course by choosing those modules or sections in which they are interested.
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{|width = "100%" align="center"
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|style="width: 33%; border-width: 0px;"|{{projectline|Model Courses | Model Courses|Creating your own course from modules|Hallmarks of mathematical modelling.svg.png}}
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|style="width: 33%; border-width: 0px;"|{{projectline|Sample Courses | Sample Courses|Explore a variety of courses and the assignments used|Hallmarks of mathematical modelling.svg.png}}
 
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[[Category:Gallery of Courses]]

Latest revision as of 12:20, 9 March 2013

This page contains a selection of courses that are examples of actual WeBWorK courses and/or developmental materials that allow guest access. These courses are made available so that the greater mathematical community can see how WeBWorK is implemented in a wide variety of situations.

There are also model courses. The purpose of these model courses is to provide interested faculty with a collection of problems that allow an instructor to build his/her own course by choosing those modules or sections in which they are interested.

Hallmarks of mathematical modelling.svg.png
Model Courses
Creating your own course from modules
Hallmarks of mathematical modelling.svg.png
Sample Courses
Explore a variety of courses and the assignments used