The following contents will in covered in great depth within the first and second term from September to December
Algebra
Expanding Brackets
Solving Equations
Notation and Vocab
Factorising Fractions
Simultaneous Equations: Linear
Simultaneous Equations: Non-Linear
Inequalities
Quadratic Equations
Indices and Surds
Exponential Equations
Complex Numbers Adding and Subtracting
The Argand Diagram
Modulus
Multiplying and Dividing
Conjugate
Transformations
Functions
Notation and Vocab
Inputs and Outputs
Graphing Functions
Functions in Context
Composite Functions
Crossing the Axes
Points of Intersection
Types of Functions
Calculus
Limits
Differentiation by Rule
Evaluating Derivatives
Second Derivative
Tangents
Maximum/Minimum Points
Sequences Sequence Notation
General Term of a Linear Sequence
Types of Sequences
General Term of a Quadratic Sequence
Sum of Terms of a Linear Sequence
Arithmetic Ratio
Percentage Error
VAT
Income Tax
Currency Exchange
Distance/Speed/Time
Profit and Loss
Arithmetic Interest
Depreciation
Applied Measure Triangles and Circles
Trapezoidal Rule
Rectangular Solids
February Midterm
Prism
Cylinder
Cone
Sphere
Geometry
Angles
Triangles
Quadrilaterals
Circles
Congruent Triangles
Similar Triangles
Transformations
Enlargements
Trigonometry
SOH-CAH-TOA
Pythagoras
The Cosine Rule
The Sine Rule
Area of a Triangle
Co-Ordinate Geometry The Line
Co-Ordinate Geometry The Circle
Probability
Fundamental Principal of Counting
Counting Outcomes
Combinations
Permutations
Basic Probability
Combined Events
Set Theory
Relative Frequency
Bernoulli Trials
Expected Value
Statistics
Data Types
Sampling Types
Measures of Centre
Measures of Spread
Graphical Representations
Correlation Coefficient
Line of Best Fit
Empirical Rule
Confidence Intervals
Hypothesis Testing