Mathnasium of North Peoria

You may not know it, but you are using the concept of “range” almost every day. For example, when trying to figure out how old someone is, or deciding on the cereal to buy. 💡 Visit our blog to learn more with our middle-school-friendly guide!

🔗 bit.ly/3PvaRkw

Check out this awesome Mathlete! She rocked Trivia Day yesterday by getting all her questions right! Way to go rockstar!

A new year is here with an opportunity to start fresh. Visit the link for a few suggestions that can help you and your child navigate the next 365 days for overall “math wellness” and success. 🤩

🔗 bit.ly/3W6vTtw

Help your child find their math mojo this year. Start them now and watch their math skills and confidence take off in 2025! See them become more engaged in class, eager to take on new challenges, and motivated to excel! 🎉 🌟

🌐 bit.ly/4a3T11x

We’re celebrating New Year’s by displaying our students’ goals and resolutions this month! Check out these amazing goals! We are so proud of our students and can’t wait to celebrate the successes this new year brings them!

Did you know that the mathematical concept of “median” is used daily when speaking to a basketball player’s performance, home prices and traffic speeds? 💡 Visit our blog for a middle-school-friendly guide with real-life examples & exercises: 🔗 bit.ly/3ZY00py.

Honoring unity, culture, and joy this Kwanzaa! 🖤💚❤️🕯️✨

Wishing you joy, light, and peace this Hanukkah! 🕯️

Wishing you peace, love, and joy this beautiful Christmas day! 🎄✨ Merry Christmas! 🎁❤️

Master the mathematical concept of “mean” with our step-by-step guide! 💡 Visit our blog to explore definitions, real-life examples & exercises: 🔗 bit.ly/3VK30Dx.

It’s Twin Day! Students came dressed like their favorite instructors. We love Mr. Leradee!

Today our students are participating in a “Minute-to-win-it” tournament at the end of their sessions! Everyone who plays gets extra stamps, but someone will win the grand prize: 5 cards!

It’s almost winter! ❄️ Did you know that the is a geometric object that can be created from the union of many equilateral triangles? It is a fractal curve first brought to light by Swedish mathematician Helge von Koch in 1904. Famous for its unique properties, its area is finite, but its perimeter is infinite. Isn't it intriguing and beautiful? 😍