Edexcel IAL AS & A Level Maths Topic Questions

Here you will find all Edexcel IAL AS & A-Level Maths Periodicity questions to revise by topic and exam board

A-LEVEL MATHS TOPIC QUIZZES

Pure Mathematics 1

14 practice questions on Pure Mathematics 1

Pure Mathematics 2

14 practice questions on Pure Mathematics 2

1 Pure Mathematics

Topic1–Proof

1.1 Proof

2.1 Indices and Surds

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Topic 1–Algebra

2.1 Indices and Surds

2.2 Quadratics

2.3 Simultaneous Equations

2.4 Inequalities

2.5 Remainder and Factor Theorem

2.6 Rational functions

2.7 Partial fractions

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Topic 2 Functions

2.1 Modulus

2.2Graphs and their transformations

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Topic 3 Coordinate Geometry

3.1 Straight lines

3.2 Circles

3.3 Parametric-curves

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Topic 4 Sequences and Series

4.1 General sequences and series

4.2 Arithmetic sequences and series

4.3 Geometric sequences and series

4.4 Binomial expansion

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Topic 5 Differentiation

5.1 Basic differentiation

5.2 Tangents and normals

5.3 Stationary points

5.4 Product quotient and chain rule

5.5 Implicit differentiation

5.6 Parametric differentiation

5.7Rates of change

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Topic 6 Integration

6.1 Basic integration

6.2 Areas

6.3 Volumes

6.4 Integration using trigonometric identities

6.5 Integration by substitution by parts and by partial fractions

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Topic 7 Trigonometry

7.1 Arc length and sector area

7.2 Sine and cosine rules

7.3 Trigonometric functions and their graphs

7.4 Trigonometric formulae identities and equations

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Topic 8 Exponentials and Logarithms

8.1 Laws-of-logs-ms

8.2 Exponential-equations-ms

8.3 Exponential and logarithmic functions and their graphs

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Topic 9 Numerical Methods

9.1Trapezium rule

9.2 Location of roots

9.3 Iterative equations

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Topic 10 Numerical Methods

10.1 Vector lines

10.2 Scalar products

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Topic 11 Differential Equations

10.1 1st order differential equations

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Topic 12 Proof

12.1 proof

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2 Mechanics

Topic 1 Vectors in Mechanics

2.1 Vectors in mechanics

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Topic 2 Kinematics

2.1 Uniform acceleration formulae

2.2 Kinematics by graphical methods

2.3 Projectiles

2.4 Problems with calculus

2.5 Problems with vectors

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Topic 2 Modelling

2.1 Modelling

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Topic 3 Dynamics

3.1 F_ma horizontally and vertically

3.2 F_ma on a slope

3.3 Connected particles

2.4 Momentum and impulse

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Topic 4 Statics

4.1Equilibrium of a particle

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Topic 5 Moments

5.1 Moments about a point

5.2 Equilibrium of rigid bodie

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Topic 6 Centre of mass

6.1Rigid bodies and composites

6.2 Centres of mass in equilibrium problems

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Topic 7 Work energy and power

7.1Work and energy

7.2 power

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Topic 8 Collisions

8.1 Direct impact

8.2 Successive impacts

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3 Statistics

3.1 Modelling Representation and summary of data Probability

3.2 Correlation and regression

3.3 Random variables

3.4 Discrete distrubutions

3.5 Continuous distributions

3.6 Sampling methods

3.7 Hypothesis tests

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4 Decision Mathematics

4.1 Algorithms

4.2 Algorithms on graphs

4.3 Critical path analysis

4.4 Linear rogramming

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5 Further Pure Mathematics

5.6 Integration

5.7 Numerical methods

5.8 Vectors

5.9 Complex numbers

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