Rotis, Cricket and Pocket Money: Teaching Fractions With Everyday Life

Ask a child what 3/4 means and you may get a blank look. Ask how much of the roti is left after their brother has eaten one quarter, and they will tell you straight away. Children already understand fractions in real life. Our job is to connect that understanding to the numbers on the page.

At the table: rotis and laddoos

Food is the easiest way in, because children care a great deal about how it is shared.

• Halves and quarters: tear a roti in half, then each half in half again. Ask: “How many pieces? Are they the same size? What do we call one piece?”
• Equivalent fractions: place two quarter pieces next to one half. The same amount of roti, with different names. 2/4 = 1/2, and now they have seen it.
• Fair sharing: with 12 laddoos and 3 people, how many does each person get? What fraction of the box is one person’s share? This links fractions to division.

Tip: insist on equal parts. A fraction only makes sense when the pieces are the same size, and children spot an unfair share very quickly.

On the pitch: cricket

Cricket is full of fractions, and many children already know the rules.

• Overs: an over has 6 balls. After 3 balls, how much of the over is done? (3/6, which is 1/2.) After 2 balls? (2/6, which is 1/3.)
• The innings: in a 20-over match, how much of the innings has gone after 5 overs? (5/20, which is 1/4.)
• Runs: a batter who scores 30 of the team’s 120 runs has scored what fraction of the total? (30/120, which is 1/4.)

Simplifying fractions becomes far more interesting when the answer tells you something about the match.

In the wallet: pocket money

Money brings fractions to life and prepares the ground for percentages.

• Saving a part: if your child gets 200 rupees and saves a quarter, how much goes in the jar? (50.) What fraction is left to spend? (3/4.)
• Comparing offers: is it better to get 1/2 of 100 or 1/3 of 120? (50 compared with 40.)
• Coins as parts: how many 10-rupee coins make a quarter of 100? (Two and a half, which is a great conversation starter.)

From real life to the page

Everyday examples are where understanding starts, not where it ends. After each real-life activity:

1. Draw it: a circle for the roti, a bar for the over.
2. Write it: turn the picture into a fraction.
3. Practise it: a few written questions without the objects.

Moving from objects to pictures to symbols is how children build fractions they can actually use. Once the idea is secure, written work becomes much easier, because every number means something.

Try it this week

At one meal a day, ask one fraction question about the food on the table. Keep it light and playful. Within a week, your child may start asking the questions themselves.