| Description |
1 online resource (117 pages) |
| Series |
MEI innovators in mathematics education |
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MEI innovators in mathematics education
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| Contents |
Cover; Book title; Copyright; Contents; Getting the most from this book; 1 Algorithms; 1.1 What is an algorithm?; 1.2 Algorithmic complexity; 1.3 Packing; 1.4 Sorting; 2 Modelling with graphs and networks; 2.1 The language of graphs and networks; 2.2 Modelling with graphs; 2.3 Modelling with networks; 3 Network algorithms; 3.1 Algorithms for minimum connector problems; 3.2 Finding the shortest path; 3.3 Calculating algorithmic complexities; 4 Further network problems; 4.1 Critical path analysis; 4.2 Network flows; 5 Linear programming; 5.1 Formulating linear programming problems |
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5.2 Graphical solutions6 Simplex method; 6.1 Using a simplex tableau; 6.2 Non-standard forms; 6.3 Use of technology; 7 Reformulating network problems as linear programming problems; 7.1 Modelling paths and flows; 7.2 Modelling allocation problems; Answers |
| Summary |
Develop a deeper understanding of mathematical concepts and their applications with new and updated editions from our bestselling series. - Build connections between topics using real-world contexts that develop mathematical modelling skills, thus providing your students with a fuller and more coherent understanding of mathematical concepts. - Develop fluency in problem-solving, proof and modelling with plenty of questions and well-structured exercises. - Overcome misconceptions and develop mathematical insight with annotated worked examples. - Enhance understanding and map your progress with |
| Notes |
Print version record |
| Subject |
Algorithms -- Problems, exercises, etc
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Mathematical models -- Examinations, questions, etc
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A-level examinations -- Textbooks
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MATHEMATICS -- Numerical Analysis.
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A-level examinations
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Algorithms
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Mathematical models
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| Genre/Form |
Examinations
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Problems and exercises
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Textbooks
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| Form |
Electronic book
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| ISBN |
9781510428973 |
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1510428976 |
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