Back to 课程

Maths Gcse Wjec-Eduqas Foundation

0% Complete
0/0 Steps
  1. Scatter-Graphs-And-Correlation Wjec-Eduqas Foundation
    2 主题
  2. Statistical-Diagrams- Wjec-Eduqas Foundation
    7 主题
  3. Statistics-Toolkit Wjec-Eduqas Foundation
    8 主题
  4. Tree-Diagrams-And-Combined-Probability Wjec-Eduqas Foundation
    2 主题
  5. Simple-Probability-Diagrams- Wjec-Eduqas Foundation
    4 主题
  6. Probability-Toolkit Wjec-Eduqas Foundation
    3 主题
  7. Transformations Wjec-Eduqas Foundation
    4 主题
  8. Vectors Wjec-Eduqas Foundation
    3 主题
  9. Pythagoras-And-Trigonometry Wjec-Eduqas Foundation
    5 主题
  10. Congruence-Similarity-And-Geometrical-Proof Wjec-Eduqas Foundation
    5 主题
  11. Volume-And-Surface-Area- Wjec-Eduqas Foundation
    3 主题
  12. Circles-Arcs-And-Sectors Wjec-Eduqas Foundation
    3 主题
  13. Area-And-Perimeter Wjec-Eduqas Foundation
    4 主题
  14. Bearings-Scale-Drawing-Constructions-And-Loci- Wjec-Eduqas Foundation
    5 主题
  15. 2D-And-3D-Shapes Wjec-Eduqas Foundation
    4 主题
  16. Angles-In-Polygons-And-Parallel-Lines Wjec-Eduqas Foundation
    5 主题
  17. Geometry-Toolkit Wjec-Eduqas Foundation
    4 主题
  18. Exchange-Rates-And-Best-Buys Wjec-Eduqas Foundation
    2 主题
  19. Standard-And-Compound-Units- Wjec-Eduqas Foundation
    5 主题
  20. Direct-And-Inverse-Proportion- Wjec-Eduqas Foundation
    1 主题
  21. Ratio-Problem-Solving- Wjec-Eduqas Foundation
    2 主题
  22. Ratio-Toolkit Wjec-Eduqas Foundation
    3 主题
  23. Sequences Wjec-Eduqas Foundation
    4 主题
  24. Solving-Inequalities- Wjec-Eduqas Foundation
    3 主题
  25. Real-Life-Graphs Wjec-Eduqas Foundation
    4 主题
  26. Graphs-Of-Functions Wjec-Eduqas Foundation
    3 主题
  27. Linear-Graphs Wjec-Eduqas Foundation
    3 主题
  28. Coordinate-Geometry Wjec-Eduqas Foundation
    3 主题
  29. Functions Wjec-Eduqas Foundation
    1 主题
  30. Forming-And-Solving-Equations Wjec-Eduqas Foundation
    2 主题
  31. Simultaneous-Equations Wjec-Eduqas Foundation
    1 主题
  32. Solving-Quadratic-Equations- Wjec-Eduqas Foundation
    1 主题
  33. Linear-Equations Wjec-Eduqas Foundation
    3 主题
  34. Algebraic-Reasoning Wjec-Eduqas Foundation
    1 主题
  35. Rearranging-Formulae Wjec-Eduqas Foundation
    1 主题
  36. Factorising Wjec-Eduqas Foundation
    3 主题
  37. Expanding-Brackets Wjec-Eduqas Foundation
    2 主题
  38. Algebraic-Roots-And-Indices Wjec-Eduqas Foundation
    1 主题
  39. Algebra-Toolkit Wjec-Eduqas Foundation
    4 主题
  40. Using-A-Calculator Wjec-Eduqas Foundation
    1 主题
  41. Exact-Values Wjec-Eduqas Foundation
    1 主题
  42. Rounding-Estimation-And-Error-Intervals Wjec-Eduqas Foundation
    4 主题
  43. Fractions-Decimals-And-Percentages Wjec-Eduqas Foundation
    2 主题
  44. Simple-And-Compound-Interest-Growth-And-Decay Wjec-Eduqas Foundation
    4 主题
  45. Percentages Wjec-Eduqas Foundation
    5 主题
  46. Fractions Wjec-Eduqas Foundation
    6 主题
  47. Powers-Roots-And-Standard-Form Wjec-Eduqas Foundation
    4 主题
  48. Types-Of-Number-Prime-Factors-Hcf-And-Lcm- Wjec-Eduqas Foundation
    6 主题
  49. Number-Toolkit Wjec-Eduqas Foundation
    9 主题
课 Progress
0% Complete

Exam code:C300

Calculations with the mean

How do I solve harder problems involving the mean?

  • Remember what the mean is

    • Mean = total of values ÷ number of values

      • It is a formula involving three quantities

      • if you know any two, you can find the other one

  • A question may require you to work backwards from a known mean

    • It helps to rearrange the formula

    • Total of values = mean × number of values

  • Find the total of the values before and after to help with question that involve: 

    • missing values

    • adding in, or taking out, a value

Examiner Tips and Tricks

  • It helps to start thinking of the mean as a formula which you can rearrange

    • Total of values = mean × number of values

Worked Example

A class of 24 students has a mean height of 1.56 metres.
A new student joins the class.
The mean height of the class is now 1.57 metres.

Find the height of the new student.

Rearrange the formula for mean to get ‘total of heights = mean height × number of students’
Find the total of heights before 

Total of heights before = 1.56 × 24 = 37.44 

Find the total of heights after
Remember there are now 25 students

Total of heights after = 1.57 × 25 = 39.25  

The height of the new student is the difference of the two totals above

39.25 – 37.44 = 1.81 

The height of the new student is 1.81 metres

Responses

您的邮箱地址不会被公开。 必填项已用 * 标注