GCSE Maths

6pm – 7pm on Monday – Friday

GCSE Maths is one of the most important exams students will take. Many jobs and further education require a good grade in the subject.

A compulsory subject at GCSE level, we have discovered that when students start to struggle with maths it can dent their confidence and have a significant impact on their entire enjoyment of school. We can help support your child in maths confidence and improve their grades dramatically.

Curriculum

Year 10

  • Simple expansion/ factorisation/ substitution/ rearrangement
  • Difference of two squares
  • Factorising quadratics
  • Multiplication/division of decimals (non calculator)
  • Operations involving fractions (non calculator)
  • Converting fractions to decimals/ decimals to fractions
  • The six index rules
  • Index equations
  • Standard form
  • Surds including rationalising
  • Rational and irrational numbers
  • Factorising quadratics
  • Completing the square for expressions
  • Solving quadratic equations
  • Graphical solutions to quadratic equations, include plotting quadratic curves
  • Iterative methods Commence Statistics
  • Data presentation, especially Stem-and-Leaf diagrams
  • Complete Statistics
  • Histograms
  • Cumulative Frequency and Quartiles
  • Constructions and Scale Drawing
  • Mensuration – Perimeter, area and volume
  • Plans and elevations
  • Similar Triangles
  •  Angle properties of shapes
  • Circle Theorems, including intersecting chord (secant)
  • Transformations, including compound transformations
  • Rearrange formulae
  • Simplify algebraic fractions
  • Know and use the formula for the equation of a circle
  • Find the equation of a tangent to a
  • Probability

Year 11

  • Estimation
  • Units
  • Core percentages
  • Compound interest
  • Reverse percentages
  • Core direct proportion
  • Core inverse proportion
  • Trigonometric ratios
  • Angles of elevation and depression
  • Bearings
  • Trigonometric graphs
  • Solving simple trigonometric equations
  • Non-right-angled triangles
  • Trigonometry in 3D
  • Vector Geometry
  • Gradient of curves – Tangents
  • Graphical solutions of equations
  • Core inequalities
  • Inequalities
  • Sequences
  • Linear and quadratic and unfamiliar sequences.
  • Functions (notation)
  • Domain and Range
  • Inverse functions
  • Composite functions
  • Transformation of standard graphs
  • Transformation of Trigonometric Graphs