-
Pearson Maths A level Core Pure 1
-
1. Complex numbers
-
2. Argand diagrams
- 2 Argand diagrams: page 19
- 2 Argand diagrams: page 25
- 2 Argand diagrams: page 28
- 2 Argand diagrams: page 29
- 2 Argand diagrams: page 32
- 2 Argand diagrams: page 37
-
3. Series
-
4. Roots of polynomials
-
5. Volumes of revolution
- 5 Volumes of revolution: page 76
-
6. Matrices
-
7. Linear transformations
- 7 Linear transformations: page 134
- 7 Linear transformations: page 137
- 7 Linear transformations: page 145
-
8. Proof by induction
-
9. Vectors
- 9 Vectors: page 168
- 9 Vectors page 176
- 9 Vectors: page 179
- 9 Vectors page 186
- 9 Vectors: page 187
- 9 Vectors: page 194
- 9 Vectors: page 198
- Vector (Cross) Product: Introduction
- Vector (Cross) Product: Introduction 2
This activity is also part of one or more other Books. Modifications will be visible in all these Books. Do you want to modify the original activity or create your own copy for this Book instead?
This activity was created by '{$1}'. Do you want to modify the original activity or create your own copy instead?
This activity was created by '{$1}' and you lack the permission to edit it. Do you want to create your own copy instead and add it to the book?
Pearson Maths A level Core Pure 1
Pearson Secondary Maths, Kathryn Peake, Latymer, Nov 13, 2018

A set of activities designed to be used in conjunction with exercises from Edexcel AS level Mathematics: Core Pure Mathematics Year 1
Table of Contents
- Complex numbers
- Argand diagrams
- 2 Argand diagrams: page 19
- 2 Argand diagrams: page 25
- 2 Argand diagrams: page 28
- 2 Argand diagrams: page 29
- 2 Argand diagrams: page 32
- 2 Argand diagrams: page 37
- Series
- Roots of polynomials
- Volumes of revolution
- 5 Volumes of revolution: page 76
- Matrices
- Linear transformations
- 7 Linear transformations: page 134
- 7 Linear transformations: page 137
- 7 Linear transformations: page 145
- Proof by induction
- Vectors
- 9 Vectors: page 168
- 9 Vectors page 176
- 9 Vectors: page 179
- 9 Vectors page 186
- 9 Vectors: page 187
- 9 Vectors: page 194
- 9 Vectors: page 198
- Vector (Cross) Product: Introduction
- Vector (Cross) Product: Introduction 2
2 Argand diagrams: page 19
Explore adding and subtracting complex numbers on an Argand diagram.


5 Volumes of revolution: page 76


7 Linear transformations: page 134
Explore rotations of the unit square.


9 Vectors: page 168


Saving…
All changes saved
Error
A timeout occurred. Trying to re-save …
Sorry, but the server is not responding. Please wait a few minutes and then try to save again.