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iRubric: Linear Programming Project Rubric

iRubric: Linear Programming Project Rubric

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Linear Programming Project Rubric 
Students present a solution to a linear programming problem digitally along with annotated explanations.
Rubric Code: RXCWX5B
Ready to use
Public Rubric
Subject: Math  
Type: Project  
Grade Levels: 9-12

Powered by iRubric Project Elements
  Advanced

4 pts

Good

3 pts

Fair

2 pts

Poor

1 pts

Unacceptable

0 pts

Basic structure

Adherence to project guidelines

Advanced

All elements of the Project Guidelines have been addressed thoroughly (i.e.- the original problem is included, the variables in the problem are clearly assigned as x and y, the final solution is given in the form of a complete sentence, there is an English translation for variable expressions, etc.)
Good

There is one minor thing missing from the project guidelines and/or template.
Fair

There are multiple omissions or errors in what is required by the project guidelines and/or template.
Poor

There are major oversights in the steps needed to solve the problem.
Unacceptable

The solution bears no resemblance at all to the outline of the project.
Constraints

Inequalities

Advanced

Includes correct inequalities for constraints along with concise annotation relating the inequality expression to the original problem
Good

Includes correct inequalities for constraints with some annotation
Fair

Includes correct inequalities for constraints with no annotation.
Poor

Includes inequalities for constraints with minor errors.
Unacceptable

No inequality correct.
Constaints graphed

Advanced

Includes correct graphs with proper labels (i.e. -axes, lines, and intercepts) and shading. NOTE: Axes are labeled according to the parameters of the problem--NOT as x and y.
Good

Includes correct graphs with some labels missing.
Fair

Includes correct graphs with no labels.
Poor

Includes one or more incorrect graphs.
Unacceptable

No graphs.
Vertices

Advanced

Vertices correct and clearly labeled.
Good

Vertices correct and not clearly labeled.
Fair

One vertex incorrect.
Poor

More than one vertex incorrect.
Unacceptable

Vertices not found.
Optimization function

Advanced

Optimization function correct and maximum or minimum value correct with justification.
Good

Profit function correct and maximum value correct with no justification.
Fair

Profit function correct and maximum value has slight error.
Poor

Profit function correct and maximum value totally wrong.
Unacceptable

Profit function incorrect.
Presentation of Design
Visual

Advanced

Visual presentation is organized and clear. It is uncluttered and uses appropriate language and examples.
Good

Visual presentation is organized, but a little to overdone or underdone. It uses appropriate language and examples.
Fair

Visual presentation is lacking in organization, but it is put together nicely. It may be to cluttered or not have enough content.
Poor

Visual presentation is not organized. It is to cluttered and lacking content
Unacceptable

No presentation



Keywords:
  • linear programming

Subjects:

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