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GCE A-Level 2024
GCE A-Level 2025
Select Lessons (47)
3D geometry – angle between a line and a plane
Arithmetic progression
Binomial expansion – validity of expansion
Collisions – coefficient of restitution
Complex numbers – modulus
Composition of functions
Coordinate geometry – shaded regions
Definite integration – area under a curve
Differential equations – elimination of constants
Differentiation – chain rule
Differentiation – equation of a tangent
Domain of a rational function
Equation of a circle
Inequalities involving rational expressions
Infinite geometric series
Limits at infinity
Limits of piecewise functions
Logarithms and exponential equations
Logic – compound statements / truth tables
MECHANICS: Centre of mass
MECHANICS: Circular motion
MECHANICS: Collisions – kinetic energy
MECHANICS: Connected particles – Newton’s laws
MECHANICS: Elasticity – Hooke’s law
MECHANICS: Kinematics – uniform acceleration
MECHANICS: Probability – without replacement
MECHANICS: Relative velocity
MECHANICS: Work done by a constant force
MECHANICS: Work, energy and power
Matrices
PROBABILITY: conditional probability
Parametric equations
Periodic functions
Permutations
Polynomial equations – common roots
Polynomials – Remainder Theorem
Quadratic equations – sum and product of roots
Quadratic functions – roots in an interval
Rational functions – asymptotes
Relations – partial order
STATISTICS: limiting equilibrium
Trigonometric identities
Trigonometric identities (R–α form)
Vector algebra – cross product
Vectors in 3D – parallel lines
Vectors – velocity from position vector
1/1 MCQs for:
Logic – compound statements / truth tables
Let p and q be statements. The compound statement ⊕ on the table could
p ∨ q.
p Λ q.
p → q.
p ↔ q.
