Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Printing Tickets
In this task, students will use graphs and illustrate the best possible choices for printing, in terms of cost efficiency, for ticket printing. Similar to Best Buy Tickets, but with more guidance.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Propane Tanks
In this task, students will be given the measurements of a particular propane tank. Their assignment is to calculate what radius length is required to double the volume capacity.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Pythagorean Triples
This task asks students to explore the relationships between Pythagorian triples, or numbers that fullfill the Pythagorean Theorem.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Sale!
In this task, students must examine four sale ofers and calculate which offers the largest and smallest price reduction.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Security Camera
This task requires students to determine the most optimal security camera placement in a store to prevent shoplifting and provides a diagram with people throughout the store in order to give a quantatative visual.
This task includes:
1. A task description
2. A scoring rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Sidewalk Patterns
In this task, students will create an equation to determine the amount of each colored brick needed to create a specific sidewalk pattern. Similar to Sidewalk Stones, but with more guidance.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Sidewalk Stones
In this task, students will create an equation to determine the amount of each colored brick needed to create a specific sidewalk pattern.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Skeleton Tower
In this task, students are required to create a formula for discovering how many cubes it takes to build structures of various sizes and shapes.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Sorting Functions
In this task, students are asked to match corresponding graphs, equations, tables, and rules.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|
Source Mathematics Assessment Project (MAP) by MARS: Shell Center, University of Nottingham & UC Berkeley
Subject Mathematics
Grade Level 9, 10, 11, 12 |
Square
In this task, students must prove that points on a graph are the corners of a square.
This task includes:
1. Task Description
2. Scoring Rubric
3. Scored Student Work
4. Unscored Student Work
|