Your Child Doesn't Hate Math. They Hate How It's Being Taught.

If you have a child, you have probably heard one of these sentences come out of their mouth at some point: "I hate math." "I'm not a math person." "Math is so boring." "Why do I have to learn this?"

If you grew up in India, you have probably said one of those sentences yourself.

I want to suggest something that might be uncomfortable, but is true: Your child does not hate math. They hate the way math has been presented to them.

These are not the same thing. They are almost opposite things.

The difference between them is the difference between a child who grows up afraid of numbers and a child who grows up fluent in the language of how the world actually works.

Math is the most misunderstood subject in the world. It is the only subject where it is socially acceptable, even charming, for adults to announce loudly that they are bad at it. No one says, with a proud little smile, "Oh, I never could read." But thousands of adults say "I was never good at math" at dinner parties, in parent-teacher meetings, on podcasts. And every child in earshot quietly files that statement away as permission to feel the same.

Math has been culturally encoded as a subject you survive, not a subject you love. And that encoding is happening inside our classrooms, every single day, in three specific ways.

One: we teach formulas before meaning

A child is taught that the area of a circle is πr² before they have ever felt, in their hands, on paper, with string and scissors, why it is πr². They memorize the formula. They apply it to a worksheet. They pass the test. They have learned nothing. They have only learned to perform.

The next time they encounter a real circle in a real problem, they will freeze. Not because they can't do math, but because no one ever showed them what math was.

Two: we punish wrong answers

In math class, "wrong" is a moral failing. The red mark on the paper, the sigh from the teacher, the disappointed parent, children learn quickly that to be wrong in math is to be bad at math. Which is to say, bad.

But here is what every actual mathematician will tell you: wrong answers are the entire job. The history of mathematics is the history of wrong answers, refined over centuries, into the elegant tools we now use. A child who is afraid to be wrong in math will never be good at math. The two things are physically incompatible.

Three: we strip out the story

Math has the most extraordinary story of any subject in the curriculum. India invented zero, a concept so profound that European mathematicians initially refused to use it. The Kerala school of mathematics developed early calculus three centuries before Newton. Aryabhata, Brahmagupta, Bhaskaracharya, Ramanujan. These were not boring men with chalk. They were rebels, mystics, dreamers, obsessives.

But somewhere along the way, we decided to teach children math without telling them any of this. We handed them formulas without faces. Equations without history. Problems without meaning. Then we wondered why they didn't fall in love.

How it should be taught

When I write math textbooks, for S. Chand, for Arya Publications, for Grades 1 through 8. I begin with a different question than the one our system usually asks. The system asks: "What does the child need to know to pass the exam?" The right question is: "What does the child need to feel to fall in love?"

Falling in love with math looks like:

• →Stories. The story of how zero was born. The story of how Pythagoras was killed for a number he didn't believe in. The story of why the people who invented numbers were also the people who invented poetry.
• →Hands-on experience. Cutting paper. Measuring real rooms. Building real shapes. Playing real games where the math is the play.
• →Permission to be wrong. Lots of it. Loud, joyful, structural permission.
• →Real-life problems. Not "if a train leaves the station at 6 am." Real problems. Problems the child cares about.
• →A teacher or parent who has fallen in love themselves. You cannot pass on a love you do not have.

What to do tonight

You don't need a program. You don't need a tutor. You don't need to wait. Tonight, try one thing: Stop asking your child what marks they got. Ask them what problem in math today was the most interesting.

You will get a blank stare for the first few weeks. They will not have an answer. They have not been trained to look for one. Keep asking. The day they come home with an actual answer, "There was this thing about negative numbers that didn't make sense", is the day a small fire has been lit. Your job is to keep that fire alive. That is the entire game.

The math underneath all of it, the real math, the math that built civilizations and computers and the device you are reading this on, is one of the most beautiful things human beings have ever made. Your child deserves to know that.