
Maths • 45 • 30 students • Created with AI following Aligned with New Zealand Curriculum
This is lesson 1 of 10 in the unit "Understanding Probability Concepts". Lesson Title: Introduction to Probability Lesson Description: WALT: Understand basic probability concepts. Students will learn what probability means and identify chance-based situations. Success Criteria: Define probability and give examples of chance situations. Differentiation: Use visual aids and real-life examples to support learners. Extension: Research different games involving chance. Dyslexia-friendly: Use clear, simple texts.
This is the first lesson in a 10-lesson unit titled Understanding Probability Concepts designed for Year 6 students in New Zealand. It aligns closely with the New Zealand Curriculum's mathematics strand for statistics and probability, particularly focusing on the phase 2 curriculum expectations for Year 6. The lesson introduces students to the fundamental ideas of probability, helping them understand what probability means and identify chance-based situations.
By the end of the lesson, students will be able to:
Strand: Statistics and Probability Sub-strand: Probability and chance Level: Phase 2, Year 6
Curriculum expectations include:
Engaging in chance-based investigations by:
Posing investigative questions about chance situations.
Anticipating possible and impossible outcomes.
Collecting and recording data about chance events.
Creating simple visual representations (lists, pictures, graphs).
Using probability vocabulary appropriately.
Reflecting on anticipated outcomes and describing variations.
Developing statistical literacy by agreeing or disagreeing with statements about chance-based situations using evidence.
Investigating probability by playing games of chance with physical objects (dice, coins, spinners).
Reference to the New Zealand Curriculum documents confirms these points as central to Year 6 objectives in probability concepts.
| Time | Activity | Purpose/Notes |
|---|---|---|
| 0-5 mins | Introduction & WALT presentation | Present the WALT and success criteria on the board. Use simple language and show visual symbols for each criterion. |
| 5-15 mins | Class discussion: What is Probability? | Use a story or real-life example (e.g., "What is the chance it will rain today?"). Explain probability as "how likely something is to happen." Introduce vocabulary using visual cards and simple explanations. |
| 15-25 mins | Hands-on activity: Games of Chance | Students play simple games (e.g., rolling dice, coin toss). In pairs, identify and list possible outcomes. Use tally marks on clipboards to record occurrences. Support with visual templates. |
| 25-35 mins | Data Visualisation & Vocabulary Matching | Gather as a class to create a simple frequency chart or picture graph of their outcomes. Match outcomes with probability words to describe likelihoods seen (e.g., “rolling a 6 is unlikely”). |
| 35-40 mins | Discussion and Reflection | Discuss why some outcomes happened more than others. Encourage students to use new vocabulary to describe results. Ask questions: "Was it certain to get a number less than 7?" |
| 40-45 mins | Plenary & Exit Slip | Students write a sentence defining probability and give an example of a chance situation. Collect for formative assessment. Provide dyslexia-friendly sentence starters if needed. |
Support for diverse learners:
Use concrete, hands-on materials to illustrate abstract ideas.
Provide visual word cards and simple vocabulary explanations.
Pair students strategically for peer support.
Use clear, dyslexia-friendly fonts and layouts for written materials.
Oral scaffolding and repetition.
Challenge for advanced learners:
Encourage researching different games involving chance at home and preparing a short explanation for the next lesson.
Ask them to think about outcomes that are not equally likely and share these ideas with the class.
This lesson plan builds a solid foundation for students’ understanding of probability aligned with the New Zealand Curriculum and includes practical activities, clear success criteria, and supports for diverse learners, including dyslexia-friendly material. It encourages curiosity and reflection to prepare students for deeper probability concepts in subsequent lessons.
If you would like, I can also provide lesson plans for subsequent lessons in this unit.
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