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πŸ”’ Kindergarten β€’ 🟦 Patterns

Patterns for Kindergarten

πŸ“– Lesson Kindergarten Last updated: March 2026

A pattern is something that repeats in a way we can predict. When children notice what comes next, they are building the kind of thinking that helps with number sense, algebra, music, and reading. Pattern work in kindergarten is much more than decoration. It teaches children to look closely, notice structure, and explain a rule. When a child sees red, blue, red, blue and says what comes next, that child is already practicing careful mathematical thinking. Patterns can be made with colors, shapes, numbers, actions, and sounds. Because patterns appear in so many parts of daily life, they are an excellent way to help children see that math is not just on a worksheet. It is also in songs, clothing, calendars, and games.

What Is a Pattern?

A pattern repeats again and again. You might see red, blue, red, blue. You might clap, stomp, clap, stomp. Once you know the part that repeats, you can figure out what comes next.

Patterns can use colors, shapes, numbers, sounds, or movements. The important idea is that there is a rule. Something happens in the same order over and over.

Young children often first notice patterns by sound or motion. They may hear clap-tap-clap-tap or see jump-turn-jump-turn. These experiences help them understand repetition before they have to explain it with words.

Later, children learn to say what is repeating, not just what the next answer is. That is a deeper kind of understanding.

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Example πŸ”΄ πŸ”΅ πŸ”΄ πŸ”΅ -> the pattern is red, blue.

Copy the Repeating Part

The most important job in pattern work is to find the part that repeats. In an AB pattern, two things repeat. In an AAB pattern, the first thing appears twice before the second thing appears.

When children say the pattern aloud, they notice the structure more easily. Touching each item while saying the pattern can help them slow down and hear the rule.

Copying the repeating unit is important because it keeps children from guessing based on only the last item. A child who sees red, blue, red, blue and says "blue" because that was the last color is not really following the rule. A child who says "red, blue keeps repeating" understands the structure.

This is why teachers often ask, "What part keeps happening again and again?"

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Example πŸ‘ πŸ‘ 🦢 πŸ‘ πŸ‘ 🦢 -> the repeating part is clap, clap, stomp.
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Tip Ask: "What part keeps happening again and again?"

Figure Out What Comes Next

Once you know the repeating part, you can predict the next item. In a shape pattern like circle, square, circle, square, the next shape must be a circle.

This is a great place to practice slowing down and checking the whole pattern before answering. Children should look back to the beginning if they are not sure.

Predicting what comes next is easier when students point to the repeating unit first. If the pattern is star, star, moon, star, star, moon, then the child can see that the next item after the second moon will be star again.

This kind of prediction builds confidence and teaches children that math can be reasoned out from a rule.

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Example β­• ⬜ β­• ⬜ β­• -> the next shape is ⬜.

Make Your Own Pattern

Children learn patterns best when they build them. Use blocks, crayons, snack pieces, or body movements. A child might make a yellow-green-yellow-green pattern or a jump-clap-jump-clap pattern.

Creating a pattern shows that the child understands the rule, not just the next answer. It also gives the teacher a chance to hear how the child explains the pattern.

Some children can continue a pattern they see but struggle to invent one of their own. Building a new pattern is a stronger task because it requires choosing a rule and staying consistent.

Encourage children to say their rule aloud while they build: "I am doing red, red, blue" or "I am doing clap, jump."

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Example Jump, clap, jump, clap is an action pattern you can do with your body.

Look for the Rule Before You Guess

Sometimes children answer too quickly by looking only at the last picture. Good pattern thinkers pause and ask what rule is repeating.

Looking for the rule helps with harder patterns, especially when the repeating part is longer than two items. In an ABC pattern such as circle, square, triangle, circle, square, triangle, the next item is easier to find when the child names the whole repeating part first.

This habit matters in later math too. Children who learn to look for structure in patterns are practicing the same kind of thinking they will use with counting, skip counting, shapes, and early algebra ideas.

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Example In red, red, blue, red, red, blue, the rule is AAB, so the next item after blue is red.

πŸ“ Key Vocabulary

Pattern
Something that repeats in a predictable way
Repeat
To happen again in the same order
Attribute
A feature you can notice, like color, shape, or size

πŸ“ Standards Alignment

K.G.B.4 CCSS.MATH

Analyze and compare shapes and other objects by their attributes.

MP7 CCSS.MATH

Look for and make use of structure.

MP8 CCSS.MATH

Look for and express regularity in repeated reasoning.

πŸ”— Glossary Connections

⚠️ Common Mistakes to Watch For

  • Looking at only the last two items instead of the whole pattern
  • Mixing up the repeating part in AAB or ABB patterns
  • Changing more than one thing at a time in a new pattern
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Real-World Connection Patterns are everywhere: on clothes, in songs, in building designs, on calendars, in dance moves, and even in the way classroom routines repeat each day.
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Fun Fact! Bees build honeycombs with repeating hexagon patterns, and many flowers grow with repeating petal designs. Nature loves patterns too.