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Income and expenditure (15 marks) Data handling 80% (mean, median, range) 30m Packaging (10 marks)

Mathematics

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Step-by-step solution

4 steps

The image displays an outline for an assessment or a set of tasks, with marks allocated for each section.

  1. Identify the sections and their allocated marks.

    The assessment is structured into three main sections:

    • Income and expenditure: This section is allocated 15 marks.
    • Data handling (mean, median, Range): This section is allocated 30 marks. There is also a note "80%" next to it, which might indicate a target percentage or a specific weighting.
    • Packaging: This section is allocated 10 marks.
  2. Note the overall total marks.

    The overall total marks for the assessment are indicated as "out 50". There is also a general instruction "value - analyse statement".

  3. Calculate the sum of the individual section marks.

    The sum of the marks for the individual sections is:

    15 marks (Income and expenditure)+30 marks (Data handling)+10 marks (Packaging)=55 marks15 \text{ marks (Income and expenditure)} + 30 \text{ marks (Data handling)} + 10 \text{ marks (Packaging)} = 55 \text{ marks}
  4. Compare the sum of individual marks to the stated total.

    The sum of the individual section marks is 55 marks, while the overall total stated is 50 marks. This indicates a discrepancy of 5 marks.

    The breakdown of the assessment is:

    • Income and expenditure: 15 marks
    • Data handling (mean, median, Range): 30 marks
    • Packaging: 10 marks
    • Total calculated marks: 55 marks
    • Stated overall total: 50 marks
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