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The Edexcel International GCSE in Further Pure Mathematics requires students to demonstrate application and understanding of the following topics. Number …

$590.00
The Edexcel International GCSE in Further Pure Mathematics requires students to demonstrate application and understanding of the following topics. Number • Use numerical skills in a purely mathematical way and in real-life situations. Algebra and calculus • Use algebra and calculus to set up and solve problems. • Develop competence and confidence when manipulating mathematical expressions. • Construct and use graphs in a range of situations. Geometry and trigonometry • Understand the properties of shapes, angles and transformations. • Use vectors and rates of change to model situations. • Use coordinate geometry. • Use trigonometry. Students will be expected to have a thorough knowledge of the content common to the Pearson Edexcel International GCSE in Mathematics (Specification A) (Higher Tier) or Pearson Edexcel International GCSE in Mathematics (Specification B). Questions may be set which assumes knowledge of some topics covered in these specifications, however knowledge of statistics and matrices will not be required. Students will be expected to carry out arithmetic and algebraic manipulation, such as being able to change the subject of a formula and evaluate numerically the value of any variable in a formula, given the values of the other variables. The use and notation of set theory will be adopted where appropriate.

Course Currilcum

  • Reviewing number concepts 00:00:00
  • Making sense of algebra 00:00:00
  • Lines, angles and shapes 00:00:00
  • Collecting, organising and displaying data 00:00:00
  • Fractions and standard form 00:00:00
  • Equations and transforming formulae 00:00:00
  • Perimeter, area and volume 00:00:00
  • Introduction to probability 00:00:00
  • Sequences and sets 00:00:00
  • Straight lines and quadratic equations 00:00:00
  • Pythagoras theorem and similar shapes 00:00:00
  • Averages and measures of speed 00:00:00
  • Understanding measurement 00:00:00
  • Further solving of equations and inequalities 00:00:00
  • Scale drawings, bearings and trigonometry 00:00:00
  • Scatter diagrams and correlation 00:00:00
  • Managing money 00:00:00
  • Curved graphs 00:00:00
  • Symmetry 00:00:00
  • Histograms and frequency distribution diagrams 00:00:00
  • Ratio, rate and proportion 00:00:00
  • More equations, formulae and functions 00:00:00
  • Vectors and transformations 00:00:00
  • Probability using tree diagrams and Venn diagram 00:00:00