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KS3 Maths Progress Student Book Theta 3

KS3 Maths Progress Student Book Theta 3

Nick Asker | Lynn Byrd | Andrew Edmondson | Catherine Murphy | Katherine Pate | Mary Pardoe

(2015)

Additional Information

Book Details

Abstract

Highly motivating differentiated Student Books develop confidence, fluency and problem-solving, supporting progression:

 

  • Full ability range: Pi (Tier 1), Theta (Tier 2) and Delta (Tier 3)
  • Unit structure based on mastery lessons, formative test, consolidation and extension lessons and a summative unit test
  • Reflection (metacognition) is explicitly encouraged to build perseverance and confidence
  • STEM and Finance lessons highlight these important links to using maths in real life
  • Reasoning and Problem-solving are nurtured in preparation for progressing to GCSE

 

If you're an institution you can get the answers for this book as a free download.If you are a parent or tutor please contact customer services at customersolutions@pearson.com who will send you the download directly.

 


Table of Contents

Section Title Page Action Price
Front Cover Front Cover
Contents iii
Course introduction vi
Welcome to KS3 Maths Progress student books viii
Unit 1: Indices and standard form 1
1.1: Indices 1
1.2: Calculations and estimates 4
1.3: More indices 7
1.4: STEM: Standard form 10
1: Check up 13
1: Strengthen 15
1: Extend 19
1: Unit test 23
Unit 2: Expressions and formulae 25
2.1: Substituting into expressions 25
2.2: Writing expressions and formulae 28
2.3: STEM: Using formulae 31
2.4: Rules of indices and brackets 34
2.5: Expanding double brackets 37
2: Check up 39
2: Strengthen 41
2: Extend 46
2: Unit test 51
Unit 3: Dealing with data 53
3.1: Planning a survey 53
3.2: Collecting data 56
3.3: Calculating averages 59
3.4: Display and analyse data 62
3.5: Writing a report 65
3: Check up 68
3: Strengthen 70
3: Extend 75
3: Unit test 79
Unit 4: Multiplicative reasoning 81
4.1: Enlargement 81
4.2: Negative and fractional scale factors 84
4.3: FINANCE: Percentage change 87
4.4: Rates of change 90
4.5: Problem-solving 93
4: Check up 95
4: Strengthen 97
4: Extend 101
4: Unit test 105
Unit 5: Constructions 107
5.1: Using scales 107
5.2: Basic constructions 110
5.3: Constructing triangles 113
5.4: Loci 116
5: Check up 119
5: Strengthen 121
5: Extend 127
5: Unit test 131
Unit 6: Equations, inequalities and proportionality 133
6.1: Solving equations 133
6.2: Using equations 136
6.3: Trial and improvement 138
6.4: Using and solving inequalities 140
6.5: STEM: Proportion 143
6.6: Simultaneous equations 146
6: Check up 149
6: Strengthen 151
6: Extend 156
6: Unit test 160
Unit 7: Circles, Pythagoras and prisms 162
7.1: Circumference of a circle 162
7.2: Area of a circle 165
7.3: Pythagoras’ theorem 167
7.4: Prisms and cylinders 170
7.5: STEM: Errors and bounds 173
7: Check up 175
7: Strengthen 177
7: Extend 182
7: Unit test 187
Unit 8: Sequences and graphs 189
8.1: nth term of arithmetic sequences 189
8.2: Non-linear sequences 192
8.3: Graphing rates of change 195
8.4: Using y = mx + c 198
8.5: More straight-line graphs 201
8.6: More simultaneous equations 204
8.7: Graphs of quadratic functions 206
8.8: Non-linear graphs 209
8: Check up 212
8: Strengthen 214
8: Extend 219
8: Unit test 223
Unit 9: Probability 225
9.1: Calculating probabilities 225
9.2: Experimental probability 228
9.3: Probability diagrams 231
9.4: Independent events 234
9: Check up 237
9: Strengthen 239
9: Extend 244
9: Unit test 248
Unit 10: Comparing shapes 250
10.1: Congruent and similar shapes 250
10.2: Ratios in triangles 253
10.3: The tangent ratio 256
10.5: The cosine ratio 261
10.4: The sine ratio 259
10: Check up 264
10: Strengthen 266
10: Extend 270
10: Unit test 274
Index 276
Back Cover Back Cover