• Exam Layout, Marking Scheme & Timings.
• Reading Comprehension –
  • Approaching the Questions.
  • Key Vocabulary.
  • Question Words Analysis.
• Grammer –
  • Tenses.
  • Sentence Structures etc.
• Written Production – Breakdown of possible questions –
  • Journal Intime.
  • Email.
  • Récit & Opinion Questions.
• Aural Work.

• Q & A.

Co Ordinate Geometry of the Line & Circle

Topics Covered:

• Co Ordinate Geometry of the Line: The Area of a Triangle, Internal & External Division of a Line Segment, The Perpendicular Distance Formula, The Angle Between 2 Lines, Finding the Circumcentre, Orthocentre & Centroid of a Triangle using Co Ordinate Geometry.
• Co Ordinate Geometry of the Circle: Finding the Centre & Radius of Circles, The Intersection of a Line & Circle, Tangents & Circles, More Difficult Problems in finding the Equation of a Circle when you are given certain restrictions.
• Exam Questions from Section A & Section B of the Exam Papers on Co Ordinate Geometry of the Line & Circle.

Trigonometry

Topics Covered:

• The Sine Rule, Cosine Rule, Area of a Triangle & 3 Dimensional Problems.
• Solving Trigonometric Equations using CAST.
• The Graphs of Trigonometric Functions.
• Using the Formulae from The Log Tables to prove Trigonometric Identities.
• Exam Questions from Section A & Section B of the Exam Papers on Trigonometry.

Functions, Indices & Logarithms

Topics Covered:

• Functions: Composite Functions, Completed Square Form, Inverse Functions, Injective Surjective & Bijective Functions.
• Indices: Solving Quadratic Equations Using Indices.
• Logarithms: Solving Log Equations, Writing Expressions a Single Logs,
• Using the Natural Log to get a Power Down, Log Word Problems.
• Exam Questions from Section A & Section B of the Exam Papers on Functions, Indices & Logarithm

Financial Maths

Topics Covered:

• Lump Sum & Deprecation Questions.
• Annuity, Savings & Investment Questions.
• Amortisation Schedules & Using the Amortisation Formula.
• The Present Value Series.
• Problems Involving Bonds & Pensions.
• Deriving the Amortisation Formula.
• Exam Questions from Section A & Section B of the Exam Papers on Financial Maths.