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Edexcel AS and A level Mathematics Statistics & Mechanics Year 1/AS Textbook + e-book

Edexcel AS and A level Mathematics Statistics & Mechanics Year 1/AS Textbook + e-book

Greg Attwood | Ian Bettison | Alan Clegg | Jane Dyer | Susan Hooker | Mr Author

(2017)

Additional Information

Book Details

Abstract

Exam board: Edexcel
Level: AS and A level
Subject: Mathematics
First teaching: September 2017
First exams: Summer 2018

 

This book covers all the content needed for the Edexcel AS level Statistics and Mechanics exam. It can also be used alongside the Year 2 book to cover all the content needed for the Edexcel A level Statistics and Mechanics exam.

  • Fully updated to match the 2017 specifications, with more of a focus on problem-solving and modelling as well as supporting the large data set and new calculators.
  • FREE additional online content to support your independent learning, including full worked solutions for every question in the book (SolutionBank), GeoGebra interactives and Casio calculator tutorials.

  • Includes access to an online digital edition (valid for 3 years once activated).

  • Includes worked examples with guidance, lots of exam-style questions, a practice paper, and plenty of mixed and review exercises.

 

This title is replacing ISBN 9781292183282.

Table of Contents

Section Title Page Action Price
Front Cover Front Cover
Contents ii
Overarching themes iv
Extra online content vi
Statistics 1
Chapter 1: Data collection 1
1.1: Populations and samples 2
1.2: Sampling 4
1.3: Non-random sampling 7
1.4: Types of data 9
1.5: The large data set 11
Mixed exercise: 1 16
Chapter 2: Measures of location and spread 20
2.1: Measures of central tendency 21
2.2: Other measures of location 25
2.3: Measures of spread 28
2.4: Variance and standard deviation 30
2.5: Coding 33
Mixed exercise: 2 36
Chapter 3: Representations of data 40
3.1: Outliers 41
3.2: Box plots 43
3.3: Cumulative frequency 46
3.4: Histograms 48
3.5: Comparing data 53
Mixed exercise: 3 54
Chapter 4: Correlation 59
4.1: Correlation 60
4.2: Linear regression 63
Mixed exercise: 4 66
Chapter 5: Probability 69
5.1: Calculating probabilities 70
5.2: Venn diagrams 72
5.3: Mutually exclusive and independent events 75
5.4: Tree diagrams 78
Mixed exercise: 5 80
Chapter 6: Statistical distributions 83
6.1: Probability distributions 84
6.2: The binomial distribution 88
6.3: Cumulative probabilities 91
Mixed exercise: 6 94
Chapter 7: Hypothesis testing 98
7.1: Hypothesis testing 99
7.2: Finding critical values 101
7.3: One-tailed tests 105
7.4: Two-tailed tests 107
Mixed exercise: 7 109
Review exercise: 1 113
Mechanics 118
Chapter 8: Modelling in mechanics 118
8.1: Constructing a model 119
8.2: Modelling assumptions 120
8.3: Quantities and units 122
8.4: Working with vectors 125
Mixed exercise: 8 128
Chapter 9: Constant acceleration 130
9.1: Displacement–time graphs 131
9.2: Velocity–time graphs 133
9.3: Constant acceleration formulae 1 137
9.4: Constant acceleration formulae 2 142
9.5: Vertical motion under gravity 146
Mixed exercise: 9 152
Chapter 10: Forces and motion 156
10.1: Force diagrams 157
10.2: Forces as vectors 160
10.3: Forces and acceleration 162
10.4: Motion in 2 dimensions 166
10.5: Connected particles 169
10.6: Pulleys 173
Mixed exercise: 10 177
Chapter 11: Variable acceleration 181
11.1: Functions of time 182
11.2: Using differentiation 185
11.3: Maxima and minima problems 186
11.4: Using integration 188
11.5: Constant acceleration formulae 191
Mixed exercise: 11 193
Review exercise: 2 197
Exam-style practice: Paper 2 201
Appendix 204
Answers 209
Index 231
Back Cover Back Cover