Edexcel AS & A Level 9MA0 Maths Topic Questions

Here you will find all Edexcel AS & A-Level 9MA0 Maths Periodicity questions to revise by topic and exam board

1 Pure Mathematics

Topic1–Proof

1.1 Proof

2.1 Indices and Surds

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Topic2–Algebraandfunctions

2.1 Indices and Surds

2.3 Quadratics

2.4 Simultaneous Equations

2.5 Inequalities

2.6 Polynomials Factor Theorem

2.8 Composite and Inverse Functions

2.8 Modulus of Functions

2.9 Graphs and Their Transformations

2.10 Partial Fractions

2.11 Functions In Modelling

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Topic 3 – Coordinate geometry in the (x, y) plane

3.11 Straight Lines

3.2 Circles

3.4 Parametric Curves and Equations

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Topic 4–Sequences and series

4.1 Binomial Expansion

4.2 General Sequences and Series

4.4 Arithmetic Sequences and Series

4.5 Geometric Sequences and Series

4.6 Sequences and Series In Modelling

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Topic 5–Trigonometry

5.1 Sine and Cosine Rules Area of a-Triangle

5.2 Arc Length and Sector Area

5.2 Small Angle Approximations

5.3 Trigonometric Functions and Their Graphs

5.5 Trigonometric Formulae Identities and Equations

5.7 Trigonometric Problem Solving

6.1 Exponential and Logarithmic Functions and Their Graphs

6.4 laws of Logarithms

6.5 Exponential Equations

6.6 Use of Logarithmic Graphs to Estimate Parameters

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Topic6–Exponentials and logarithms

6.1 Exponential and Logarithmic Functions and Their Graphs

6.4 laws of Logarithms

6.5 Exponential Equations

6.6 Use of Logarithmic Graphs to Estimate Parameters

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Topic7–Differentiation

7.1 Basic Differentiation

7.3 Stationary Points and Points of Inflection

7.3 Tangents Normals and Gradients

7.4 Product Quotient and Chain Rules

7.5 Implicit Differentiation

7.5 Parametric Differentiation

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Topic 8–Integration

8.1 Basic Integrations

8.3 Areas

8.4 Integration as the Limit of a Sum

8.5 Integration by Substitution by Parts and by Partial Fractions

8.6 First Order Differential Equations

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Topic 9–Numerical methods

9.1 Location of Roots

9.2 Iterative Methods Cobweb and Staircase Diagrams

9.3 Newton Raphson Method

9.4 Numerical Integration

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Topic10–Vectors

10.1 Basic Vectors

10.5 Vector Problem Solving

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2 Statistics

Topic1–Statisticalsampling

1.1 Statistical Sampling

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Topic2–Datapresentationandinterpretation

2.1 Representation and Interpretation of Single Variable Data

2.2 Representation and Interpretation of Bivariate Data

2.3 Measures of Central Tendency and Variation

2.4 Interpretation and Evaluation of Data in Context

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Topic3–Probability

3.1 Basic Probability

3.2 Conditional Probability

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Topic4–Statisticaldistributions

4.2 Binomial Distribution

4.3 Normal Distribution

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Topic5–Statisticalhypothesistesting Section B: Mechanics

5.1 Hypothesis Testing

5.2 Tests on Binomial

5.3 Tests of Correlation Tests on Normal Mean

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● Topic6–Quantities and unitsinmechanics

6.Quantities and units in mechanics

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Topic7–Kinematics

Kinematics

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Topic8–ForcesandNewton’slaws

Forces and Newton’s laws

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Topic9–Moments

Moments

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Additional Questions

Paper 1 & 2

Algebra and functions

Coordinate geometry

Sequences and series

Trigonometry

Exponentials and logarithms

Differentiation

Integration

Numerical methods

Vectors

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Paper 3

Statistical sampling

Data presentation and interpretation

Probability

Statistical distributions

Statistical hypothesis testing

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Kinematics

Kinematics new

Forces and Newton’s laws

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Additional Questions 2

Lecture 01

Lecture 02

Lecture 03

Lecture 04

Lecture 05

Lecture 06

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