... MoyMath – Worksheets & Question Banks | IB MYP-DP, IGCSE, A-Level, CBSE, ICSE, AP: IB MYP 2 Math Assessment || Topic : Order of Operations || Criterion C – Communicating & Criterion D: Applying Mathematics in Real-Life Contexts

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IB MYP 2 Math Assessment || Topic : Order of Operations || Criterion C – Communicating & Criterion D: Applying Mathematics in Real-Life Contexts

IB MYP 2 Mathematics – Order of Operations Tasks (Criterion C & D)

IB MYP 2 Mathematics

Order of Operations – Criterion C & D Tasks

Criterion C: Communicating Mathematical Ideas

Topic: Order of Operations

Task: Simplify the following expressions step-by-step, showing all your working and explaining the order of operations you apply.

  1. Simplify:

    \( 5 + 3 \times (8 - 4)^2 \div 2 \)
  2. Simplify:

    \( (12 \div 3 + 7) \times (5 - 2)^2 - 4 \)
  3. Simplify:

    \( 18 - 6 \times 2 + (3^3 \div 9) \)

Instructions:

  • Write down each step clearly, explaining which operation you are doing and why, following the order of operations rules.
  • Use correct mathematical notation and terminology (e.g., brackets, indices, multiplication, division, addition, subtraction).

Criterion D: Applying Mathematics in Real-Life Contexts

Topic: Order of Operations

Real-Life Scenario:

You are budgeting for a birthday party. You plan to buy:

  • 4 boxes of cupcakes at $6.25 each
  • 2 large pizzas, priced at $15 each, with a 25% discount on one pizza
  • 5 liters of juice at $2.40 per liter
  • Sales tax of 7%
  1. Write a mathematical expression that calculates the total cost before tax, using appropriate operations and brackets.
  2. Calculate the total cost including the 7% sales tax. Show all your working clearly and explain how you apply the order of operations.
  3. If your budget for the party is $75, state whether you are within budget and justify your answer with calculations.
  4. Reflect in 2–3 sentences on why it is important to use the correct order of operations in budgeting real-life expenses.

Assessment Rubrics

Criterion C: Communicating Mathematical Ideas

LevelDescription
0The student does not reach a standard described by any descriptors below.
1–2Attempts to communicate mathematical ideas with limited clarity and accuracy.
3–4Communicates mathematical ideas with some clarity and partial accuracy, using some appropriate terminology.
5–6Communicates mathematical ideas clearly and accurately, using appropriate terminology and notation.
7–8Communicates mathematical ideas precisely and coherently, with clear, accurate use of terminology and notation throughout.

Criterion D: Applying Mathematics in Real-Life Contexts

LevelDescription
0The student does not reach a standard described by any descriptors below.
1–2Applies mathematical strategies with limited effectiveness to a real-life context.
3–4Applies appropriate mathematical strategies to a real-life context with partial accuracy.
5–6Effectively applies relevant mathematical strategies with mostly accurate results and some justification.
7–8Consistently applies relevant, sophisticated mathematical strategies with accurate results and clear justification linked to the real-life context.

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