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Exploring Increasing Patterns

Mathematics • 2nd Grade • 30 • 23 students • Created with AI following Aligned with provincial curriculum standards

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Mathematics
2nd Grade
30
23 students
12 February 2025

Teaching Instructions

I want a lesson for increasing patterns based from the Nova Scotia Grade 2matematics curriculum

Exploring Increasing Patterns

Curriculum Information

Province: Nova Scotia
Grade Level: 2
Mathematics Strand: Patterns and Relations
Curriculum Outcome:

  • PR2.1: Demonstrate an understanding of increasing patterns by identifying, describing, extending, and creating patterns using manipulatives, sounds, actions, and numbers.

Lesson Overview

Students will explore increasing patterns by identifying and creating their own patterns using hands-on materials, movement, and number sequences. This engaging lesson incorporates group work, discussion, and interactive demonstrations to help students develop a deeper understanding of pattern growth.


Learning Objectives

By the end of the lesson, students will:
✅ Identify and describe increasing patterns in various forms.
✅ Extend an increasing pattern logically.
✅ Create their own increasing pattern using manipulatives, numbers, or actions.
✅ Explain the pattern rule in their own words.


Materials Needed

🟢 Counting cubes or linking blocks
🔵 Pattern strips (pre-made sequences with missing elements)
🟠 Whiteboards and markers
🟡 Number cards (1–20)
🟣 Small objects for pattern-building (buttons, coins, beads)


Lesson Structure (30 minutes)

1. Warm-Up Activity (5 minutes) – “What Comes Next?”

  • Begin with an interactive call-and-response activity. Say a pattern out loud while clapping (e.g., one clap, two claps, three claps…). Ask students: What comes next? Why?
  • Show students a visual pattern (e.g., an increasing cube tower: 2 cubes, 4 cubes, 6 cubes…) and ask them to predict the next stage.
  • Encourage students to explain why the pattern is growing the way it is.

2. Direct Instruction (7 minutes) – “Spot the Pattern”

  • Display a series of increasing patterns on the board using linking cubes:
    • Example: 🔵, 🔵🔵, 🔵🔵🔵, ?
    • Ask: What do you notice about this pattern? How is it changing?
  • Introduce the concept of a pattern rule (e.g., We add one more each time!).
  • Provide number sequences (e.g., 2, 4, 6, __, __) and have students try to complete the pattern.
  • Reinforce learning by discussing real-life increasing patterns (e.g., stairs, the height of stacked books, growing plants).

3. Guided Practice (8 minutes) – “Build and Explain”

  • Divide students into small groups and give each group different sets of manipulatives.
  • Each group will:
    1. Build their own increasing pattern using linking cubes or beads.
    2. Write or verbally explain their pattern rule.
    3. Challenge another group to continue their pattern.
  • Circulate and ask guiding questions:
    • How does your pattern grow?
    • What is the rule of your pattern?

4. Independent Practice (7 minutes) – “Pattern Detectives”

  • Give students individual pattern worksheets with partially completed increasing patterns.
  • Have students extend the patterns and explain their reasoning.
  • Fast finishers: Create their own two-step increasing pattern and swap with a partner to solve.

Assessment Opportunities

Observational: While students work in groups, listen for explanations and correct use of terminology.
Verbal Check-In: Ask students to describe the pattern rule aloud.
Exit Ticket: Before leaving, each student writes or shares an increasing pattern they observed at home or in the classroom.


Adaptations & Extensions

🔹 For Struggling Learners: Use physical movement (e.g., jump once, jump twice, jump three times…) to reinforce increasing patterns kinesthetically.
🔹 For Advanced Learners: Introduce two-step increasing patterns (e.g., add 2, then add 3, then add 2…). Have them create their own complex sequences.


Reflection & Next Steps

📌 Discuss where students see patterns in real life (e.g., growing plants, number sequences, art).
📌 In the next lesson, introduce decreasing patterns and compare them to increasing patterns.


Teacher’s Note:

This lesson encourages hands-on exploration, making abstract number sequences more concrete for students. By allowing movement, collaboration, and self-exploration, students can engage meaningfully with pattern recognition.

Would love to hear how this lesson went in your classroom! 🚀🌟

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