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Unit P3: Pure Mathematics 3

P3.1 - Algebra and functions

P3.2 - Trigonometry

P3.3 - Exponentials and logarithms

P3.4 - Differentiation

P3.5 - Integration

P3.6 - Numerical methods

Unit P4: Pure Mathematics 4

P4.2 - Algebra and functions

P4.3 - Coordinate geometry in the (x, y) plane

P4.4 - Binomial expansion

P4.5 - Differentiation

P4.6 - Integration

Unit FP2: Further Pure Mathematics 2

FP2.1 - Inequalities

FP2.3 - Further complex numbers

FP2.4 - First order differential equations

FP2.5 - Second order differential equations

FP2.6 - Maclaurin and Taylor series

FP2.7 - Polar coordinates

Unit FP3: Further Pure Mathematics 3

FP3.1 - Hyperbolic functions

FP3.2 - Further coordinate systems

FP3.3 - Differentiation

FP3.4 - Integration

FP3.5 - Vectors

FP3.6 - Further matrix algebra

Unit M2: Mechanics 2

M2.1 - Kinematics of a particle moving in a straight line or plane

M2.2 - Centres of mass

M2.3 - Work and energy

M2.4 - Collisions

M2.5 - Statics of rigid bodies

Unit M3: Mechanics 3

M3.1 - Further kinematics

M3.2 - Elastic strings and springs

M3.3 - Further dynamics

M3.4 - Motion in a circle

M3.5 - Statics of rigid bodies

Unit S2: Statistics 2

S2.1 - The Binomial and Poisson distributions

S2.2 - Continuous random variables

S2.3 - Continuous distributions

S2.4 - Hypothesis tests

Unit S3: Statistics 3

S3.1 - Combinations of random variables

S3.2 - Sampling

S3.3 - Estimation, confidence intervals and tests

S3.3.1 - Concepts of standard error,

S3.3.2 - Distribution

S3.3.3 - Concept of a confidence interval

S3.3.4 - Confidence limits for a Normal

S3.3.5 - Hypothesis tests for the mean of a Normal distribution

S3.3.6 - Central Limit theorem for sample means

S3.3.7 - Hypothesis test for the difference

S3.3.8 - Use of large sample results

S3.4 - Goodness of fit and contingency tables

S3.5 - Regression and correlation

A-Level Edexcel Mathematics A2 S3.3.5 - Hypothesis tests for the mean of a Normal distribution Topic Practice

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