Teacher guide · Think Lab · Harder · about 35 min

🔟 Decimal Dash

Pupils practise problem solving through "Decimal Dash": Decimals, tenths and hundredths.

Lesson guide

  1. 1. Hook · 5 min

    Show the 🔟 mission title and read the opening: "0.5 is the same as…". Take three quick guesses.

  2. 2. Model · 5 min

    Think aloud through the first step together. Use Cog the Owl's line as your prompt: "Good thinking. Show me the why."

  3. 3. Do · 10 min

    Pairs work through the 5 steps on screen or on the printed sheet. Circulate and ask "why?"

  4. 4. Discuss · 10 min

    Use two or three of the discussion questions. Ask pairs to share different answers, not just correct ones.

  5. 5. Reflect · 5 min

    Exit ticket: one sentence on how they used problem solving today.

Discussion questions

  • What was the hardest choice in "Decimal Dash", and why?
  • 0.5 is the same as… — explain your reasoning to a partner.
  • 3.6 + 1.5 = — explain your reasoning to a partner.
  • 2.4 × 10 = — explain your reasoning to a partner.
  • Where could you use problem solving outside school this week?
  • If you did this again, what would you change?

Adapting it

Support: Read prompts aloud, pair with a confident partner, and accept spoken or drawn answers for writing steps.

Stretch: Ask pupils to create their own extra step for a partner and explain the correct answer.

Curriculum links

  • National Curriculum: Maths: number, calculation, fractions and reasoning (KS1/KS2)
  • National Curriculum: Maths: reasoning mathematically and problem solving
  • National Curriculum: Computing: logical reasoning and algorithms
  • PSHE: Living in the wider world: making decisions and evaluating choices

Pupil sheet

🔟 Decimal Dash

Name: ____________________   Date: __________

  1. 1. 0.5 is the same as…

    ☐ 1/2

    ☐ 1/5

    ☐ 5

  2. 2. Smallest to largest.

    ___ 0.09

    ___ 0.2

    ___ 0.25

    ___ 0.7

  3. 3. 3.6 + 1.5 =

    ☐ 4.11

    ☐ 5.0

    ☐ 5.1

  4. 4. 2.4 × 10 =

    ☐ 2.40

    ☐ 24

    ☐ 240

  5. 5. Where do you see decimals in everyday life?