AQA Further Maths · Unit 2

Compulsory content quizzes

35 ready‑made quiz sets for Unit 2: Compulsory content, one for every lesson, in course order. Pick one, put it on the board and host it live — students answer on their own devices.

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Each set covers one lesson of Unit 2: Compulsory content in the AQA Further Maths (7367), with 20 multiple-choice questions on a timed countdown. Open a set to read its revision notes, host it straight away or save it to your library.

35 lesson sets in Unit 2: Compulsory content

20 questions
A1 Proof by mathematical induction
20 questions · by Revision Ninja
20 questions
B1-B3 Solving polynomial equations and complex conjugates
20 questions · by Revision Ninja
20 questions
B4-B7 Argand diagrams, modulus-argument form and loci
20 questions · by Revision Ninja
20 questions
B8-B11 De Moivre's theorem, exponential form and roots of unity
20 questions · by Revision Ninja
20 questions
C1-C2 Matrix operations, zero and identity matrices
20 questions · by Revision Ninja
20 questions
C3-C4 Linear transformations and invariant points
20 questions · by Revision Ninja
20 questions
C5, C6, C9 Determinants, inverse matrices and factorising determinants
20 questions · by Revision Ninja
20 questions
C7-C8 Solving three simultaneous equations with matrices
20 questions · by Revision Ninja
20 questions
C10 Eigenvalues and eigenvectors
20 questions · by Revision Ninja
20 questions
C11 Diagonalisation of matrices
20 questions · by Revision Ninja
20 questions
D1-D2 Roots and coefficients of polynomials
20 questions · by Revision Ninja
20 questions
D3-D4 Sums of series and the method of differences
20 questions · by Revision Ninja
20 questions
D5-D7 Maclaurin series and limits
20 questions · by Revision Ninja
20 questions
D8-D10 Polynomial, rational and modulus inequalities
20 questions · by Revision Ninja
20 questions
D11 Graphs of y = 1/f(x) and y = |f(x)|
20 questions · by Revision Ninja
20 questions
D12-D14 Graphs of rational functions
20 questions · by Revision Ninja
20 questions
D15-D16 Curve sketching and transformations of curves
20 questions · by Revision Ninja
20 questions
E1-E3 Improper integrals, volumes of revolution and mean value
20 questions · by Revision Ninja
20 questions
E4-E6 Partial fractions, inverse trig functions and trig substitution
20 questions · by Revision Ninja
20 questions
E7 Arc length and surface area of revolution
20 questions · by Revision Ninja
20 questions
E8-E9 Reduction formulae and limits
20 questions · by Revision Ninja
20 questions
F1-F2 Vector equations of lines and planes
20 questions · by Revision Ninja
20 questions
F3-F4 Scalar product and angles
20 questions · by Revision Ninja
20 questions
F5-F6 Vector product and intersection of lines
20 questions · by Revision Ninja
20 questions
G1-G2 Polar coordinates and polar curves
20 questions · by Revision Ninja
20 questions
G3 Area enclosed by a polar curve
20 questions · by Revision Ninja
20 questions
H1-H2 Hyperbolic functions and their calculus
20 questions · by Revision Ninja
20 questions
H3-H4 Inverse hyperbolic functions
20 questions · by Revision Ninja
20 questions
H5-H7 Hyperbolic identities and proofs
20 questions · by Revision Ninja
20 questions
I1-I3 First order equations with integrating factors and modelling
20 questions · by Revision Ninja
20 questions
I4-I6 Second order linear equations
20 questions · by Revision Ninja
20 questions
I7-I8 Simple harmonic motion and damped oscillations
20 questions · by Revision Ninja
20 questions
I9-I11 Coupled equations and damped motion models
20 questions · by Revision Ninja
20 questions
J1 Mid-ordinate and Simpson's rules
20 questions · by Revision Ninja
20 questions
J2-J3 Euler's method and the improved Euler method
20 questions · by Revision Ninja

35 lesson sets in Unit 2: Compulsory content

A1 Proof by mathematical induction

B1-B3 Solving polynomial equations and complex conjugates

B4-B7 Argand diagrams, modulus-argument form and loci

B8-B11 De Moivre's theorem, exponential form and roots of unity

C1-C2 Matrix operations, zero and identity matrices

C3-C4 Linear transformations and invariant points

C5, C6, C9 Determinants, inverse matrices and factorising determinants

C7-C8 Solving three simultaneous equations with matrices

C10 Eigenvalues and eigenvectors

C11 Diagonalisation of matrices

D1-D2 Roots and coefficients of polynomials

D3-D4 Sums of series and the method of differences

D5-D7 Maclaurin series and limits

D8-D10 Polynomial, rational and modulus inequalities

D11 Graphs of y = 1/f(x) and y = |f(x)|

D12-D14 Graphs of rational functions

D15-D16 Curve sketching and transformations of curves

E1-E3 Improper integrals, volumes of revolution and mean value

E4-E6 Partial fractions, inverse trig functions and trig substitution

E7 Arc length and surface area of revolution

E8-E9 Reduction formulae and limits

F1-F2 Vector equations of lines and planes

F3-F4 Scalar product and angles

F5-F6 Vector product and intersection of lines

G1-G2 Polar coordinates and polar curves

G3 Area enclosed by a polar curve

H1-H2 Hyperbolic functions and their calculus

H3-H4 Inverse hyperbolic functions

H5-H7 Hyperbolic identities and proofs

I1-I3 First order equations with integrating factors and modelling

I4-I6 Second order linear equations

I7-I8 Simple harmonic motion and damped oscillations

I9-I11 Coupled equations and damped motion models

J1 Mid-ordinate and Simpson's rules

J2-J3 Euler's method and the improved Euler method