About the Book

This book gives you fully worked solutions for every question in Exercises, Review Sets, Activities, and Investigations (which do not involve student experimentation) in each chapter of our textbook Mathematics: Analysis and Approaches SL.

Where applicable, each worked solution is modelled on the relevant worked example in the textbook. Correct answers can sometimes be obtained by different methods.

This product has been developed independently from and is not endorsed by the International Baccalaureate Organization.  International Baccalaureate, Baccalaureát International, Bachillerato Internacional and IB are registered trademarks owned by the International Baccalaureate Organization.

Year Published: 2020
Page Count: 931
Online ISBN: 978-1-925489-83-5 (9781925489835)

Table of Contents

Mathematics: Analysis and Approaches SL WORKED SOLUTIONS

  1 THE BINOMIAL THEOREM 5
  2 QUADRATIC FUNCTIONS 25
  3 FUNCTIONS 98
  4 TRANSFORMATIONS OF FUNCTIONS 152
  5 EXPONENTIAL FUNCTIONS 187
  6 LOGARITHMS 226
  7 THE UNIT CIRCLE AND RADIAN MEASURE 274
  8 TRIGONOMETRIC FUNCTIONS 313
  9 TRIGONOMETRIC EQUATIONS AND IDENTITIES 356
  10 REASONING AND PROOF 401
  11 INTRODUCTION TO DIFFERENTIAL CALCULUS 417
  12 RULES OF DIFFERENTIATION 449
  13 PROPERTIES OF CURVES 520
  14 APPLICATIONS OF DIFFERENTIATION 617
  15 INTRODUCTION TO INTEGRATION 655
  16 TECHNIQUES FOR INTEGRATION 673
  17 DEFINITE INTEGRALS 709
  18 KINEMATICS 770
  19 BIVARIATE STATISTICS 806
  20 DISCRETE RANDOM VARIABLES 848
  21 THE NORMAL DISTRIBUTION 881

Authors

Author

Bradley Steventon

Author
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Charlotte Frost

Author

Joseph Small

Author
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Michael Mampusti

Michael completed a Bachelor of Mathematics (Advanced) at the University of Wollongong. He studied fractal substitution tilings as part of his Honours in Pure Mathematics, and finished a PhD in operator algebraic dynamical systems in 2019.

Throughout his time at university, Michael was employed as a tutorial leader for a number of mathematics subjects. He enjoyed teaching a wide variety of students and helping them throughout their respective degrees. The transition into the education sector was therefore a natural move for him after graduating from university. Michael has worked at Haese Mathematics as a mathematician and proofreader since 2019.

Outside of work, Michael enjoys practicing music, playing video games, and getting destroyed by the competition in the local squash scene.

Features

Snowflake

This book is available on electronic devices through our Snowflake learning platform. This book includes 24 months access.

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