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S.1 Number patterns 0 to 5

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Understanding Patterns

Patterns are sequences that follow a rule and repeat in a predictable way. Recognizing patterns helps students make predictions and see relationships between numbers, shapes, or colors.

Example Patterns:
  • Number pattern: 1, 2, 1, 2, 1, 2
  • Shape pattern: circle, square, circle, square
  • Color pattern: red, blue, red, blue
Teacher Tip

Use objects students can handle, such as blocks or beads, to create physical patterns. This makes the concept more concrete and easier to understand.

Repeating Patterns

Repeating patterns have a part that occurs over and over. This part is called the core of the pattern, and it stays the same each time it repeats.

Repeating Pattern Examples:
  • AB pattern: red, blue, red, blue, red, blue
  • ABC pattern: 1, 2, 3, 1, 2, 3
  • AAB pattern: circle, circle, square, circle, circle, square
Helpful Strategy

Identify the smallest group of items that repeats and call it the โ€œcore.โ€ Have students repeat the core aloud to remember it before extending the pattern.

Growing Patterns

Growing patterns increase or decrease in a regular way. Each step adds or takes away something, such as more blocks or a larger number.

Growing Pattern Examples:
  • 1 block, 2 blocks, 3 blocks, 4 blocks
  • 2, 4, 6, 8, 10
  • Triangle, two triangles, three triangles
Engagement Tip

Have students act out a growing pattern, such as clapping one time, then two times, then three times, to connect movement with number changes.

Using Patterns in Daily Life

Patterns are found everywhere, from music and art to nature and calendars. Recognizing them helps students organize information and predict what comes next.

Real-Life Pattern Examples:
  • Days of the week repeating in order
  • Stripes on a shirt repeating in colors
  • Seasons changing in a cycle
Language Support

Encourage students to describe patterns using complete sentences, such as โ€œThe colors go red, blue, red, blue.โ€ This builds both math and language skills.

Extending Patterns

Extending a pattern means figuring out what comes next by following the rule. Students use what they know about the core or the change to continue the sequence correctly.

Extending Pattern Examples:
  • 1, 2, 1, 2, 1, 2, 1, 2
  • Circle, square, square, circle, square, square, circle, square
  • 2, 4, 6, 8, 10
Instructional Tip

Ask students to explain why they chose the next item in the pattern. This strengthens reasoning skills and confirms they understand the patternโ€™s rule.