Trigonometry and circle geometry, trigonometric functions and any triangle, sequences and series, rational functions, regression, logarithms, and networks and vectors.
Calculators. Graphing calculator optional. Every lesson works by hand first, with an optional With a GDC section to open.
Not sure which course? Standard and Extended side by side, or the other course: Year 11 Standard.
Each unit is coloured by its main strand. Its lessons are being written in order, Unit 1 first; a unit says Lessons coming until they are live. The concepts under each unit open on the Coherence Map, which shows what each one builds on and where it leads.
Elevation, depression and bearings, triangles in 3D, exact values, arcs and sectors, and the circle theorems proved.
On the map: Elevation, depression and bearings, Right-angled triangles in 3D, Exact trigonometric values, Arcs and sectors, Circle theorems.
Trigonometry beyond 90°, the graphs of sine, cosine and tangent, trigonometric equations, and the sine and cosine rules.
On the map: Trigonometry beyond 90°, Graphs of sine, cosine and tangent, Solving trigonometric equations, Sine and cosine rules.
The Standard sequences unit plus arithmetic and geometric series and sigma notation.
On the map: Arithmetic sequences, Quadratic sequences, Geometric sequences and growth, Series and sigma notation, Rearranging formulae, Direct and inverse proportion.
Algebraic fractions, and reciprocal and rational functions with their asymptotes.
On the map: Algebraic fractions, Reciprocal and rational functions.
Sampling methods and bias, Pearson's correlation coefficient, and the regression line.
On the map: Sampling methods, Interpolation and extrapolation, Pearson's r and regression.
Exponential models, logarithms as the inverse of a power, the laws of logarithms, and quadratic and rational inequalities.
On the map: Exponential growth and decay, Logarithms and their laws, Quadratic and rational inequalities.