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The Mathematical Association of America (MAA) offers a wealth of educational resources for students from K-12 to graduate levels.

Discover how MAA can help you enhance your math knowledge, develop new skills, and advance your academic and career goals. Use the search function or browse by topic with the buttons below to find exactly what you need. Ready to get started?

For Higher-Ed Students

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Tensor SUMMA Grants

Funded by the Tensor Foundation, the Tensor Strengthening Underrepresented Minority Mathematics Achievement (SUMMA) Grants support initiatives aimed at fostering a love for mathematics among students from historically underrepresented groups. These groups include Black or African American, American Indian or Alaska Native, Hispanic or Latino, and Native Hawaiian or other Pacific Islander students. The grants support...

Curriculum Inspirations: Walking the Track

James Tanton takes viewers through this question from the 2011 MAA AMC 10 B Competition. Appropriate for the 10th grade level, this question covers the topic of the circumference of a circle formula in Geometry.  Common Core State Standards (CCSS): A-SSE.2; 7.G.4 Read the Curriculum Burst essay that goes with this question here: Walking the...

Problem-Solving Strategy #10: Go to Extremes

It is fun to be quirky and push ideas to the edge! Taking the parameters of a problem to an extreme can give insight to the workings of the situation described. And such insight can often illuminate a path for success. Read more about this strategy here: Problem-Solving Strategy #10: Go to Extremes Find other...

Problem-Solving Strategy #9 Avoid Hard Work

No one enjoys hard computation or a tedious grind through formulas and equations. Brute-force work should be undertaken only as a last resort! Do what a mathematician does - think very hard first to devise a creative, elegant approach that avoids hard work! Read more about this strategy here: Problem-Solving Strategy Essay #9 Avoid Hard...

Problem-Solving Strategy #1: Engage in Successful Flailing

One can often identify to which topic a challenge belongs – this question is about right triangles; this question is about repeating decimals – but still have no clue as to how to start on the challenge. What should you do? Engage in successful flailing! Think about everything you know about right triangles or repeating decimals....

For K-12 Students

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Tensor SUMMA Grants

Funded by the Tensor Foundation, the Tensor Strengthening Underrepresented Minority Mathematics Achievement (SUMMA) Grants support initiatives aimed at fostering a love for mathematics among students from historically underrepresented groups. These groups include Black or African American, American Indian or Alaska Native, Hispanic or Latino, and Native Hawaiian or other Pacific Islander students. The grants support...

Curriculum Inspirations: Walking the Track

James Tanton takes viewers through this question from the 2011 MAA AMC 10 B Competition. Appropriate for the 10th grade level, this question covers the topic of the circumference of a circle formula in Geometry.  Common Core State Standards (CCSS): A-SSE.2; 7.G.4 Read the Curriculum Burst essay that goes with this question here: Walking the...

Problem-Solving Strategy #10: Go to Extremes

It is fun to be quirky and push ideas to the edge! Taking the parameters of a problem to an extreme can give insight to the workings of the situation described. And such insight can often illuminate a path for success. Read more about this strategy here: Problem-Solving Strategy #10: Go to Extremes Find other...

Problem-Solving Strategy #9 Avoid Hard Work

No one enjoys hard computation or a tedious grind through formulas and equations. Brute-force work should be undertaken only as a last resort! Do what a mathematician does - think very hard first to devise a creative, elegant approach that avoids hard work! Read more about this strategy here: Problem-Solving Strategy Essay #9 Avoid Hard...

Problem-Solving Strategy #1: Engage in Successful Flailing

One can often identify to which topic a challenge belongs – this question is about right triangles; this question is about repeating decimals – but still have no clue as to how to start on the challenge. What should you do? Engage in successful flailing! Think about everything you know about right triangles or repeating decimals....