MathGrade 1ages 6–7
⚖️ More or less
A young child will often say the spread-out pile has "more" than the tall, tight pile — even right after correctly counting both of them.
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Download on the App StoreWhat your child learns
- More means a bigger number.
- Less means a smaller number.
- Same number = the same, even if it looks wider.
- Count each pile before you decide.
The mistake most kids make here
The spread-out pile looks like more.
Try one question
More
- 3
- 5
- the same
Answer
5 — That's it. Five is bigger than three.
How Maya teaches it
Your child tells Maya what they did in class. She teaches this topic at her desk, asks questions with tappable answers, and when the answer is wrong she explains why that answer was tempting instead of saying “try again”. She remembers what did not land and comes back to it.
Your child has it when they can: Two piles — say which is more, after counting.
How to help at home
This is a very normal stage, not a counting problem: children trust what a pile looks like more than the number they just said out loud. The fix is repetition, not correction.
Put five coins close together in a tight stack and three coins spread far apart on the table. Ask which pile has more — many children will say the spread-out pile of three. Then count both piles together, out loud, pointing to each coin.
When the mismatch shows up, say: "it looks like more because it's spread out, but let's count to check" — naming that the look can trick you is more useful than just announcing the right number.
A sign they've got it: they count first, out loud or in their head, before answering which pile is more — instead of answering from how the pile looks.
Questions parents ask
- Why does my child say the spread-out pile has more, even after counting correctly?
- At this age, how something looks (spread wide) often overrides what was just counted. This fades with practice comparing piles that are deliberately arranged to look misleading, followed by counting them together.
- Is this the same as not understanding numbers?
- No — a child can count perfectly and still fall for the visual trick. It's a separate skill: trusting the count over the appearance, which usually catches up within a few months of this kind of practice.
- What household objects work well for this game?
- Coins, buttons, crackers, or socks all work — anything you have enough of to make two piles of different sizes and shapes. Keep the smaller-looking pile the one with more, so the trick is obvious once counted.
- How does Maya teach comparing amounts?
- Maya sets up exactly this kind of visual mismatch — a wider pile with fewer items — and asks the child to count before answering, so the habit of counting first gets built deliberately.
No card needed. The first lesson is free.
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