Mathematical Formulae and Statistical Tables


For use in Edexcel Advanced Subsidiary GCE and Advanced GCE examinations

Core Mathematics C1 – C4
Further Pure Mathematics FP1 – FP3
Mechanics M1 – M5
Statistics S1 – S4
For use from January 2005

 

TABLE OF CONTENTS
4 Core Mathematics C1
4 Mensuration
4 Arithmeticseries
5 Core Mathematics C2
5 Cosine rule
5 Binomial series
5 Logarithms and exponentials
5 Geometric series
5 Numerical integration
6 Core Mathematics C3
6 Logarithms and exponentials
6 Trigonometric identities
6 Differentiation
7 Core Mathematics C4
7 Integration
8 Further Pure Mathematics FP1
8 Summations
8 Area of a sector
8 Numerical solution of equations
9 Further Pure Mathematics FP2
9 Hyperbolic functions
9 Coordinate geometry
9 Conics
10 Differentiation
10 Integration
11 Curvature
11 Arc length
11 Surface area of revolution
12 Further Pure Mathematics FP3
12 Complex numbers
12 Maclaurin’s and Taylor’s Series
13 Vectors
14 Matrix transformations
14 Taylor polynomials
14 Numerical differentiation
16 Mechanics M1
16 There are no formulae given for M1 in addition to those candidates are expected to know.
16 Mechanics M2
16 Centres of mass
16 Mechanics M3
16 Motion in a circle
16 Centres of mass
16 Universal law of gravitation
17 Mechanics M4
17 There are no formulae given for M4 in addition to those candidates are expected to know.
17 Mechanics M5
17 Moments of inertia
17 Moments as vectors
18 Statistics S1
18 Probability
18 Discrete distributions
18 Continuous distributions
19 Correlation and regression
20 The Normal distribution function
21 Percentage points of the Normal distribution
22 Statistics S2
22 Discrete distributions
22 Continuous distributions
23 Binomial cumulative distribution function
28 Poisson cumulative distribution function
29 Statistics S3
29 Expectation algebra
29 Sampling distributions
29 Correlation and regression
29 Non-parametric tests
30 Percentage points of the χ 2 distribution
31 Critical values for correlation coefficients
32 Random numbers
33 Statistics S4
33 Sampling distributions
34 Percentage points of Student’s t distribution
35 Percentage points of the F distribution

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