Autumn 1

Autumn 2

Spring 1

Spring 2

Summer 1

Summer 2

Core Pure 1

Core Pure 1

Core Pure 2

Core Pure 2

Further Pure 1

Further Pure 1

Further Mech 1

Further Pure 1

Further Mech 1

Core Pure 1:

• Complex Numbers
• Argand Diagrams
• Series
• Proof by Induction
• Roots of Polynomials
• Matrices
• Linear Transformations

Core Pure 1:

• Volumes of Revolution
• Vectors

Core Pure 2:

• Complex Numbers
• Methods in Calculus
• Volumes of Revolution
• Polar Coordinates
• Series

Core Pure 2:

• Hyperbolic Functions
• Methods in Differential Equations
• Methods with Differential Equations

Further Pure 1:

• The t-formulae
• Taylor Series
• Methods in Calculus
• Reducible Differential Equations

Further Pure 1:

• Conic Sections 1
• Conic Sections 2
• Vectors

Further Mech 1:

• Momentum and Impulse
• Work, Energy and Power
• Elastic Strings and Springs
• Elastic Collisions in one dimension

Further Pure 1:

• Numerical Methods
• Inequalities

Further Mech 1:

• Elastic Collisions in two dimensions

Assessments

Pre mock assessment – pure paper 90 minutes

Unit assessments set as homework

Mock exam – 2 hour paper assessing Pure 1 and content from Pure 2 covered to date.

Unit assessments set as homework

Unit assessments set as homework

Mock exam – 2 x 1.5 hour papers assessing Core Pure 1 and Core Pure 2.

Unit assessments set as homework

Practice papers

Final exams

Final exams