Advanced Modular Mathematics S.
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Prepared by the National Extension College, "Advanced Modular Mathematics" is structured around the University of London (ULEAC) A and AS Level mathematics modules, but can be used by any student who is looking for extra support, especially for revision. This text introduces principles of mathematical models in probability and statistics. Divided into short units, the book provides a brief introduction to the study matter, with explanatory text explaining the background and theory to each topic, suggesting approaches for solving problems and approaching unfamiliar questions. Exercises are provided at the end of each section, with section summaries summing up what should have been covered, allowing students to check for themselves whether they are satisfied that they have completed the section.
Prepared by the National Extension College, "Advanced Modular Mathematics" is structured around the University of London (ULEAC) A and AS Level mathematics modules, but can be used by any student who is looking for extra support, especially for revision. This text builds upon the material contained in "Pure Mathematics 2". Divided into short units, the book provides a brief introduction to the study matter, with explanatory text explaining the background and theory to each topic, suggesting approaches for solving problems and approaching unfamiliar questions. Exercises are provided at the end of each section, with section summaries summing up what should have been covered, allowing students to check for themselves whether they are satisfied that they have completed the section.
Prepared by the National Extension College, "Advanced Modular Mathematics" is structured around the University of London (ULEAC) A and AS Level mathematics modules, but can be used by any student who is looking for extra support, especially for revision. This text builds on the concepts introduced in "Mechanics 1". Divided into short units, the book provides a brief introduction to the study matter, with explanatory text explaining the background and theory to each topic, suggesting approaches for solving problems and approaching unfamiliar questions. Exercises are provided at the end of each section, with section summaries summing up what should have been covered, allowing students to check for themselves whether they are satisfied that they have completed the section.