Our Philosophy
How We Think
About Learning
Six beliefs shape every lesson, every problem, and every interaction at When Math Happens—because how we learn matters as much as what we learn.
01
Principle One
Safe Spaces for Learning
We understand that not everyone loves math—and that’s okay. Our content is crafted by people who’ve been there: who know what it’s like to struggle and feel frustrated with math.
We design our learning environment with one simple goal—to make math approachable and enjoyable for everyone. We create a relaxed, judgment-free space where it’s okay to make mistakes. In fact, we welcome them! Mistakes help us understand how our students think, and we love student thinking. Every idea is valuable in the learning process.
Our culture is informal and welcoming—designed to feel more like a casual living room than a classroom full of academic elites. We start with easygoing language and even slang before we dive into the formal stuff. And above all, we don’t take ourselves too seriously. Math can be weird, and we can laugh about it together.
Mistakes welcome
They show us how you think—and we love student thinking.
Use any tool
Calculator, counting on fingers, whatever helps. No shame here.
Share freely
Every idea is valuable—no fear of judgment.
Don’t take it too seriously
Math can be weird. We laugh about it together.
Principle Two
Focus on the Whole Person
We are more than just students sitting at desks.
Learning doesn’t happen in isolation—it’s deeply connected to who we are as whole people: individuals with many layers of beauty, complexity, and potential. We approach learning as a holistic journey. When our lives are well-rounded and balanced, we’re best equipped to face challenges and thrive academically.
03
Principle Three
Learning Happens Over Time
It’s often thought that if something has been taught, then it must be remembered. But learning isn’t something that happens all at once—it’s a process.
People don’t remember things the first time they hear them, and that’s perfectly normal. We believe in the power of repetition. We continuously revisit past concepts to reinforce learning and ensure it sticks over time.
Just like in life, learning is a journey. Our experiences shape how we see the world, and as we encounter new challenges, our perspectives shift. We apply this to math: we build on what we know, face new challenges, and grow as learners. We understand that learning is progressive—so we don’t expect instant mastery. It’s all about continuous growth.
04
Principle Four
Connections, Connections, Connections!
Math isn’t isolated—it’s a web of interconnected ideas.
Throughout our content, we connect new concepts to previously learned material and to life experiences. We tie everything back to the big picture, helping students see where each lesson fits into the overall progression of math.
By understanding the “why” behind the concepts, students build lasting connections that make math feel like a story unfolding—rather than a random collection of facts.
Prior Lessons
A New Concept
Life Experience
All tied back to the big picture
05
Principle Five
Big Concepts Over Small Concepts
We focus on the big ideas—the concepts that form the foundation of math.
Mastery of these large, interconnected ideas prepares students for high-stakes exams and future math courses. We believe that when you grasp the bigger picture, the smaller details will naturally fall into place.
We avoid breaking math down into too many isolated concepts that obscure its connected nature. Instead, we focus on the key ideas that will serve students in the long run.
We Teach
The Big Idea
Grasp it, and the details fall into place.
We Avoid
Isolated Rule
one-off trick
Fragment
Shaky Phrases
06
Principle Six
Everyone Should Be Challenged
Challenge is an essential part of learning. Too often, students don’t encounter problems that truly push them to think.
Many personalized learning programs unintentionally isolate students from challenge by assuming that struggling means they need remediation. We offer access to all levels of difficulty, because everyone can benefit from exposure to challenging problems.
It’s through facing challenges—often from different angles—that students find new ways of understanding. We don’t want to block anyone from moving ahead; sometimes the connections we need come only when we’re ready for a new challenge.
Fully worked solutions for every problem
So no one feels lost when tackling tough questions—the challenge stays supportive.