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Over half term you should ensure you are revising for the Grade you want or need.
A/A* - the average our A* student will complete (over three subjects) is 5 hours per day on non-school days (holidays, weekends) and 3 hours otherwise
B/C - the average total is 2-3 hours each day (1 hour per subject per day).
D/E - less 2 hours per day (or 45 mins per subject per day).
Paper 2
Bicen Maths - in between session and his guesses:
Topics not yet assessed, higher likelihood of appear in Paper 2:
Indices
Quadratics and modelling
Circles
Factor theorem
Binomial expansion
Vectors, simple or geometric
First principles
Optimisation problems
Non-linear modelling/exponential modelling
Log equations
Partial fractions
Arithmetic series
Sigma notation
Recurrence relations
Small angle approximations
Parametric differentiation and/or integration
Implicit differentiation
Differentiation modelling
Points of inflection, increasing/decreasing functions
Trapezium rule
Integration by substitution
Connected rates of change
More differential equations
More proof
My advice
3D vectors
Y2 Integration, Integration by parts, integration by parts twice,
Partial Fractions & Algebraic fractions & Improper fractions
Connected rates of change
More proof
More trig identities
Arithmetic sequences and recurrence relations
The top 15 most likely:
Algebraic Fractions & Polynomial Division
Arithmetic & Geometric Sequences
Binomial Expansion
Functions - Piecewize, Domain, Range
Functions - Modulus
Implicit Differentiation
Connected Rates of Change / Chain Rule
Integration by Parts TWICE
3D Vectors
Parametric Differentiation / Integration
Trig Proof using Identities (Y2)
Area / Intersections / Integration
More Proof
Separation of Variables
Vector Proof
All 9MA0 Papers - here
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