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No devices · Grades K-2 · 35 min

Computing, woven in

Free integrated lesson · No devices needed

Pattern Keepers

K-2 · 35 min · Elementary (multi-subject) · Math · ELA · Science · Arts

An integrated first-week lesson: students find, extend, and create repeating patterns in routines, sounds, stories, and art — meeting sequences and the first idea of a loop, with a callout for whatever subject you teach.

Materials last updated Jun 23, 2026.

35 min in class~10 min prepNo devices needed
  1. The hookContextualize4m
  2. Fix the misconceptionReframe3m
  3. Do the activityAssemble16m
  4. Check the machineFortify7m
  5. Wrap up + connect forwardTransfer + review5m
Before class~10 min
  • Print the Pattern cards (pattern-cards.pdf) in AB, ABB, and ABC — one set per group of three — and a Build-your-own pattern strip (pattern-strip.pdf) for each child.
  • Cut out one Repeat-arrow loop card (repeat-arrow.pdf) to hold over the part that repeats.
  • Set out two or three colors of counters, beads, blocks, or crayons so each child can build a short pattern.
  • Teaching one subject? Also print its page: ELA story-refrain, Science nature-cycle, Arts pattern-border, or Social Studies daily-schedule — and have its one anchor ready (e.g. a read-aloud the class knows).

Make it yours

One lesson, woven into your subject

No co-teacher needed. Open your subject for a single card with the core content you teach and the specifics for weaving this lesson into your room — nothing to look up elsewhere.

Topic refresher

New to a concept? Tap a topic for a printable cheat sheet — plain-language definitions and classroom examples.

Overview

Patterns are where computational thinking begins — and they live in every subject. In this integrated first-week lesson, students find repeating patterns in classroom routines, sounds, stories, and art; describe the repeating unit (“the part that repeats”); and create their own. They meet sequences and the seed of a loop (“do the unit again”), and you steer the content toward whatever you teach using the callouts below.

A base integrated lesson — run it in your room as-is.

Pre / Post assessment

  • Pre (oral): “What comes next: red, blue, red, blue, …?”
  • Post (oral): “What’s the shortest way to tell someone how to make your whole pattern?”

Objectives

Students will (1) extend a repeating pattern, (2) name the repeating unit as a rule, and (3) check a partner’s extension against that rule.

CONTEXTUALIZE — why it matters

Patterns are everywhere kids look — in seasons and songs, in numbers and nature — and naming the repeating unit is how scientists, builders, musicians, and engineers do a lot with a little. The tools your community will lean on someday — the machines in hospitals, the maps on a bus, the games kids love — are built by people who first learned to spot a pattern and say its rule. Starting the year here builds a shared language you’ll reuse all year, and it plants the idea that the people who understand the simple parts are the ones who get to make something new.

REFRAME — surface the wrong model, install the right one

Children describe a pattern item by item. Reframe gently: find the part that repeats and just say “do it again.” Shorter, and it never runs out.

ASSEMBLE — I do / we do / you do

  • I do: Show an AB pattern; say it the long way, then the short way (“repeat red-blue”).
  • We do: Build an ABB pattern together and hold up the “repeat” arrow on the unit.
  • You do: Each student makes a pattern (objects, a clap rhythm, or a drawing) with a chosen rule.

FORTIFY — Check the Machine

Partners sit back-to-back. One says only the rule (“repeat red-blue-blue”); the other builds it unseen. They compare item-for-item. A mismatch means the rule was unclear or miscounted — fix the words and try again. This is the first “state it, run it, check the result” habit.

TRANSFER — forward

  • Clap, stomp, or sing a repeating rhythm — same “repeat the unit” idea in sound.
  • Spot repeating patterns on the calendar, a song’s chorus, the daily schedule.
  • Forward: the scientists, builders, and engineers who shape the tools a community depends on all start by finding the part that repeats — the child who can name a pattern today is on the path to being the person who makes something new tomorrow.

What to listen for

Use the Post prompt — “What’s the shortest way to tell someone how to make your whole pattern?” — as your read on mastery.

  • Proficient: names the repeating unit and “do it again.” “Red, blue — then repeat!” or “It’s red-blue-blue, over and over.”
  • Getting there: lists the pattern item by item (“red, blue, red, blue, red…”) without naming the unit. Nudge: “Where does it start over?”
  • Not yet: extends by copying only the last item (…blue, blue, blue). Circle the unit together and rebuild.

Proficient when a child states the repeating unit as a short rule and uses it to predict an item they haven’t built yet (“the 10th block is blue”).

Differentiation

  • Support / pre-readers: start with 2-color AB and a matching pattern card.
  • Extension: ABC or AABB; challenge to state the rule in three words or fewer.

3-2-1 Review (oral, fingers)

3 items in your repeating part · 2 colors/sounds you used · 1 word that means “do it again” (repeat!).

Family connection

“Find a repeating pattern at home — tiles, a blanket, a song — and say the part that repeats out loud.”

Standards alignment

Tap any code to see what it covers.

CSTA K-12 Computer Science Standardsreference ↗

The national computer-science learning standards from the Computer Science Teachers Association.

1A-AP-08

Algorithms & Programming strand, grades K–2

1A-AP-10

Algorithms & Programming strand, grades K–2

1A-AP-14

Algorithms & Programming strand, grades K–2

ISTE Standards for Studentsreference ↗

Standards for how students use technology to learn, from the International Society for Technology in Education.

ISTE-5c

Computational Thinker (Standard 5)

Common Core State Standards — Mathematicsreference ↗

The Common Core math standards used by most U.S. states.

K.CC

Counting & Cardinality, kindergarten

Math:K.CC and 1.OA.A patterning ask young students to recognize, extend, and create repeating patterns and begin naming the rule. In plain terms: a repeating pattern is built from a small chunk — the 'unit', like red-blue — that repeats, and the skill is to spot that unit, use it to predict what comes next, and say the rule out loud (even 'add 2' for skip-counting).

View this standard ↗
1.OA.A

Operations & Algebraic Thinking, grade 1

repeating patterns

View this standard ↗

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