By Antonio Caminha Muniz Neto
This publication offers a entire, in-depth review of hassle-free arithmetic as explored in Mathematical Olympiads all over the world. It expands on issues frequently encountered in highschool and will also be used as training for a first-semester undergraduate direction. this primary quantity covers actual Numbers, features, genuine research, structures of Equations, Limits and Derivatives, and masses more.
As a part of a suite, the publication differs from different guides during this box via no longer being a trifling choice of questions or a suite of assistance and methods that applies to express difficulties. It begins from the main easy theoretical rules, with out being both too basic or too axiomatic. Examples and difficulties are mentioned provided that they're beneficial as functions of the speculation. Propositions are proved intimately and for this reason utilized to Olympic difficulties or to different difficulties on the Olympic level.
The publication additionally explores a few of the toughest difficulties offered at nationwide and foreign arithmetic Olympiads, in addition to many crucial theorems relating to the content material. an in depth Appendix supplying tricks on or complete recommendations for all tricky difficulties rounds out the book.
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An Excursion through Elementary Mathematics, Volume I: Real Numbers and Functions: 1 (Problem Books in Mathematics) by Antonio Caminha Muniz Neto