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    PracticeAQA GCSEAQA GCSE Statistics Foundation Tier Paper 2Question 15.2
    Medium3 marksStructured
    Statistical Measures and CalculationsFoundationratescalculationrounding

    AQA GCSE · Question 15.2 · Statistical Measures and Calculations

    Mumps rate = (Number of confirmed cases / Total population) × 1000.
    The population of England in 2011 was estimated by the census to be 53,012,456. Show that the mumps rate for England in 2011 was 0.043 to 3 decimal places.

    How to approach this question

    1. Find the number of confirmed mumps cases for England only in the year 2011 from the table. This is the number in brackets in the "Mumps" column for the "2011" row. 2. Use the given formula for the mumps rate. 3. Substitute the number of cases and the total population into the formula. 4. Calculate the result using a calculator. 5. Round your final answer to 3 decimal places and check if it matches 0.043.

    Full Answer

    Step 1: Find the number of confirmed mumps cases in England in 2011. From the table, go to the row for 2011 and the column for Mumps. The value is 2372 (2299). The number for England only is the one in brackets, which is 2299. Step 2: Use the given formula. Mumps rate = (Number of confirmed cases / Total population) × 1000 Step 3: Substitute the values into the formula. Mumps rate = (2299 / 53,012,456) × 1000 Step 4: Calculate the result. Mumps rate = (0.00004336808...) × 1000 Mumps rate = 0.04336808... Step 5: Round to 3 decimal places. The fourth decimal place is 3, which is less than 5, so we round down. Mumps rate ≈ 0.043. This shows that the mumps rate for England in 2011 was 0.043 to 3 decimal places.

    Common mistakes

    ✗ Using the wrong number of cases from the table (e.g., the combined England and Wales figure of 2372).\n✗ Forgetting to multiply by 1000 at the end.\n✗ Rounding incorrectly.
    Question 14.2All questionsQuestion 16.1

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