Mathematics: Applications and Interpretation SL

Mathematics: Applications and Interpretation SL

£21.00

Ian Lucas

Fully updated for the new IBDP Mathematics syllabus, this Guide covers Applications and Interpretation at Standard Level. It will reinforce your understanding of the topics, provides worked examples and practice questions for self-testing, as well as exam-style questions at the end of each chapter. Ian also adds useful tips and advice to help you prepare for exams.

ISBN: 9781913433048

117 pages

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Coverage includes:

  • Review of all key Mathematics: Applications and Interpretation SL topics

  • Advice on how to apply your learning in an exam context

  • Guidance on calculator use

Key features of the Mathematics: Applications and Interpretation SL study guide:

  • Topic-based practice questions to reinforce essential skills

  • Exam-style practice questions for both Section A and Section B throughout

  • Worked answers for all question types to check progress

  • Suggestions to help you maximise your marks

  • Useful hints, tips, and how to avoid common errors

  • Supplementary online content


Contents of the Mathematics: Applications and Interpretation SL study guide:

Chapter 1: NUMBER AND ALGEBRA

  • Number Systems

  • Accuracy and Standard Form

  • Sequences and Series

  • Sequences and Series: Applications

  • Exponents and Logarithms

  • Polynomial Equations

  • Systems of Linear Equations

  • Number and Algebra: Long Answer Questions

Chapter 2: FUNCTIONS

  • Basics of Functions

  • Graphs of Functions

  • Mathematical Modelling

  • Linear Functions

  • Quadratic Functions

  • Exponential Functions

  • Reciprocal functions

  • Cubic Functions

  • Trigonometric Functions

  • Functions: Long Answer Questions

Chapter 3: GEOMETRY AND TRIGONOMETRY

  • Solution of Triangles

  • 3-D Geometry

  • Cylinder, Sphere and Cone

  • Sectors of Circles

  • Voronoi Diagrams

  • Geometry and Trigonometry: Long Answer Questions

Chapter 4: STATISTICS AND PROBABILITY

  • Definitions

  • Averages

  • Measures of spread

  • Sampling Methods

  • Probability Notation and Formulae

  • Lists and Tables of Outcomes

  • Venn Diagrams

  • Tree Diagrams

  • Discrete Probability Distributions

  • The Binomial Distribution

  • The Normal Distribution

  • Correlation

  • The Chi-squared (χ2) Test

  • Hypothesis testing

    Statistics and Probability: Long Answer Questions

Chapter 5: CALCULUS

  • Differentiation – The Basics

  • Tangents and Normals

  • Optimisation problems

  • Indefinite Integrals

  • Definite Integrals

  • Calculus: Long Answer Questions

Chapter 6: MAXIMISING YOUR MARKS

Chapter 7: PRACTICE QUESTIONS

  • Answers to Practice Questions

 

 
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