Pearson Maths A level Further Pure 2

Pearson Secondary Maths, Dec 18, 2018

A set of activities designed to be used in conjunction with exercises from Edexcel A level Mathematics: Further Pure Mathematics Year 2

Table of Contents

  1. Number theory
    1. 1 Number theory: page 6
    2. 1 Number theory: page 17
    3. 1 Number theory: page 31
    4. 1 Number theory: page 33
  2. Groups
    1. 2 Groups: page 57
    2. 2 Groups: page 69
  3. Complex numbers
    1. 3 Complex numbers: page 88
    2. 3 Complex numbers: page 91
    3. 3 Complex numbers: page 98
    4. 3 Complex numbers: page 101
  4. Recurrence relations
    1. Recurrence relations: page 130
  5. Matrix algebra
    1. 5 Matrix algebra: page 155
  6. Integration techniques
    1. 6 Integration techniques: page 199
    2. 6 Integration techniques: page 201
    3. 6 Integration techniques: page 208

1.

Number theory

  • 1. 1 Number theory: page 6
  • 2. 1 Number theory: page 17
  • 3. 1 Number theory: page 31
  • 4. 1 Number theory: page 33

1.1.

1 Number theory: page 6

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1.2.

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1.3.

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1.4.

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2.

Groups

  • 1. 2 Groups: page 57
  • 2. 2 Groups: page 69

2.1.

2 Groups: page 57

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2.2.

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3.

Complex numbers

  • 1. 3 Complex numbers: page 88
  • 2. 3 Complex numbers: page 91
  • 3. 3 Complex numbers: page 98
  • 4. 3 Complex numbers: page 101

3.1.

3 Complex numbers: page 88

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3.2.

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3.3.

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3.4.

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4.

Recurrence relations

  • 1. Recurrence relations: page 130

4.1.

Recurrence relations: page 130

Tower of Hanoi
Transfer the disks from the left peg to the right peg. To move a disk click on it then click the peg you want to transfer it to.[br][list][*]Only one disk at a time can be moved.[br][/*][*]A disk can only be moved if it is the top disk on a pile.[/*][*]A larger disk can never be placed on a smaller one.[/*][/list]
– Pearson Secondary Maths

5.

Matrix algebra

  • 1. 5 Matrix algebra: page 155

5.1.

5 Matrix algebra: page 155

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6.

Integration techniques

  • 1. 6 Integration techniques: page 199
  • 2. 6 Integration techniques: page 201
  • 3. 6 Integration techniques: page 208

6.1.

6 Integration techniques: page 199

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6.2.

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6.3.

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