Numerals are the written symbols we use to represent numbers. Children must learn to identify 0–10 by sight and match them to quantities. This bridges the gap between spoken numbers and written symbols.
Use large number cards and point as you count. Match numerals to sets of objects. Play matching games. Point out numerals in the environment (clocks, signs, books).
Children may confuse similar-looking numerals (6 and 9, or 2 and 5). They may not understand that a numeral represents a specific quantity. Some may reverse numerals (writing 7 backward).
You've been practicing the counting sequence — saying "one, two, three…" up to ten. That sequence lives in your voice and memory as sounds. A numeral is the written shape that goes with each of those sounds: the squiggle on paper we call "7," or the curve we call "3." Learning to recognize numerals means building a connection between the spoken number you already know and the written symbol you see.
Think of numerals like letters of the alphabet: each one has a specific shape, and you learn to recognize it by sight through repeated practice. When you see the shape "5," you should be able to say "five" without counting anything. When someone says "eight," you should be able to point to the "8" card from a pile. Recognition means symbol-to-name; matching means name-to-symbol. Both directions matter and both build with the same tool: seeing the numeral many times in many places.
The most important connection is linking each numeral to a quantity — a real-world count. The numeral 4 doesn't just mean "four" as a word; it means exactly four of something: four fingers, four apples, four steps. When you lay out 6 counters and hold up the "6" card next to them, you are building the three-way link between the spoken word, the written symbol, and the physical amount. This three-way connection is what numerals are really for. Practicing it — pointing to objects while saying the name and showing the numeral — makes the connection automatic over time.
Some numerals look alike and take extra practice to tell apart. The 6 and 9 look like each other flipped upside down; a helpful memory trick is that the bump on a 6 sits at the bottom, like a ball resting on the ground. The 2 and 5 can look similar at first glance; notice that the 2 curves down at the bottom while the 5 has a flat top. Reversed or "mirror" numerals — like writing a 7 backward — are very common and normal at this age. The brain hasn't yet locked in left-right orientation for symbols, and repeated practice with the correct form gradually corrects this on its own.