Math: How Many Ways Can You Find the Middle?

How many ways can you arrange two six-hole Legos? Scholars practice their understanding of combinations as they investigate this question. As they create a plan, they develop a specific definition of a combination.  

How many different outfits can you make with what you have in your closet? The Fundamental Counting Principle can help you find an answer! Learners find totals using the Fundamental Counting Principle with problems that can have...

Is your age related to the size of your foot? Classes explore this question as they collect data and organize it in a two-way frequency table and dot plot. They then use the data displays to make conclusions.

Develop two-way frequency tables with data your scholars collect in the classroom. Groups flip coins to collect data and then organize it in a table. They use their tables for data analysis and to make predictions.

Entertain and grab your learners' attention with a short video clip that engagingly teaches the concept of a permutation and how a factorial is a wonderful shortcut for theoretical probability calculations.

What is the Fundamental Counting Principle? Have you ever come across word problems that give you a bunch of options and you are asked to figure out the number of possible combinations? Well, if you know how to use the Fundamental...

Can you use math and logic to beat the bad guys? You can in space! Take an intergalactic trip into a seedy and speedy crime syndicate with the Seven Planets Riddle, which challenges two interstellar police officers to use deductive...

Math enthusiasts and riddle gurus are sure to love a mind-bending puzzle involving a king, a scale, and a counterfeit coin. Middle and high schoolers work through a video that describes a mathematician's challenge to find a false coin in...

There is more than one way to prove the Pythagorean Theorem. Euclid and Einstein found the same way to prove the Pythagorean Theorem. The video introduces several other ways to prove the theorem along with the history of its use.

100 floors, 100 Faberge eggs, one thief, and one escape vehicle. Young logicians put together what they know to determine how a thief can safely drop a fragile Faberge egg out a window of the city museum into her waiting truck and escape.