For two years, I was the primary organizer of having the American Mathematics Competition (AMC) exams on campus and found the students taking the tests to be enthusiastic and eager to do well. Mathematics is like any other human skill in that it can and must be practiced if you expect to succeed. The mathematical background used to create the AMC tests is well known and Faires has a great deal of experience with the testing structure. This book contains a series of chapters of background material for the AMC exams. Each chapter has a brief introduction to a topic with explanations of the basic definitions, theorems and their consequences. This is followed by a small set of worked examples and then exercises with solutions. These exercises are presented in the format of the AMC questions and most of them are from earlier exams. The chapter topics are:
*) Arithmetic ratios *) Polynomials and their zeros *) Exponentials and radicals *) Defined functions and operations *) Triangle geometry *) Circle geometry *) Polygons *) Counting *) Probability *) Prime decomposition *) Number theory *) Sequences and series *) Statistics *) Trigonometry *) Three-dimensional geometry *) Functions *) Logarithms *) Complex numbers
With material taken directly from years of AMC exams, this book is the best place for team coaches to extract study material for their team.
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About the reviewer
Charles Ashbacher (CharlesAshbacher)
Charlie Ashbacher is a compulsive reader and writer about many subjects. His prime areas of expertise are in mathematics and computers where he has taught every course in the mathematics and computer … more
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