Difference between revisions of "SubjectAreaTemplates"

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* [[EquationDefiningFunction1|Answer is a an equation that defines a function.]] The answer is an equation of the form y = f(x). <font color=gray>(Uses parserAssignment.pl)</font>
 
* [[EquationDefiningFunction1|Answer is a an equation that defines a function.]] The answer is an equation of the form y = f(x). <font color=gray>(Uses parserAssignment.pl)</font>
 
* [[EquationImplicitFunction1|Answer is an equation that implicitly defines a function.]] An equation for a circle. <font color=gray>(Uses parserImplicitEquation.pl)</font>
 
* [[EquationImplicitFunction1|Answer is an equation that implicitly defines a function.]] An equation for a circle. <font color=gray>(Uses parserImplicitEquation.pl)</font>
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* [[EquationSolution1|Answer is any solution to an equation.]] <font color=gray>(Uses parserSolutionFor.pl)</font>
 
* [[InequalityAnswer1|Answer is an inequality.]] Standard solve an inequality question. <font color=gray>(Uses contextInequalities.pl)</font>
 
* [[InequalityAnswer1|Answer is an inequality.]] Standard solve an inequality question. <font color=gray>(Uses contextInequalities.pl)</font>
 
* [[ExpandedPolynomial1|Answer is a fully expanded and simplified polynomial.]] Multiplying two linear terms together and collecting like terms. <font color=gray>(Uses contextLimitedPolynomial.pl)</font>
 
* [[ExpandedPolynomial1|Answer is a fully expanded and simplified polynomial.]] Multiplying two linear terms together and collecting like terms. <font color=gray>(Uses contextLimitedPolynomial.pl)</font>

Revision as of 00:04, 7 December 2010

Any additions to the problems below should use the format of the full problem template. Also, your example should illustrate the technique without giving away the answer to an existing WeBWorK question.

Complete Problem Authoring Templates by Subject Area

This page has complete examples of problem templates organized by subject area. Within each subject, we give an explicit and brief description of the essential characteristics of each type of question. To keep overlap to a minimum, we try to give an example of each problem technique exactly once, which means you may need to look for a particular problem technique under other subject headings until you find it. We try to give a fairly complete list of techniques, rather than a complete list of types of questions that one might ask in each subject. All of these questions exist in the National Problem Library (NPL) at NationalProblemLibrary/FortLewis/Authoring/Templates/ A detailed list of code snippets for specific problem techniques has it's own category: index of problem techniques.

Miscellaneous Templates

Algebra

Trigonometry

Precalculus

Differential Calculus

Integral Calculus

Sequences

Parametric Equations

Multivariable Differential Calculus

Multivariable Integral Calculus

Vector Calculus

Differential Equations

Linear Algebra

Complex Analysis

Miscellaneous Topics

Links to Documentation