Kaplan Ap Calculus Ab Bc 2016 PDF Download

Multiple Choice Questions to Prepare for the AP Calculus BC Exam is your essential tool to scoring well on AP Calculus BC Exam. The author, Rita Korsunsky, is an award winning Calculus teacher whose students' scores on the AP Exam are: 100% passing and 90% fives. This book includes: * Six Multiple Choice Exams * Formulas and Theorems for Reference * Tips for the AP Test * An answer Key The solutions with step-by-step explanations to each and every problem created in the form of PowerPoint presentation are available for ordering on www.mathboat.com This book is created with the student in mind. It is meant to reinforce key skills, such as attention to detail, to review all types of exam problems, and to have the optimal number of each specific problem type reviewed. It provides the reader with comprehensive practice, which will help the student gain confidence, knowledge and test taking skills necessary to do well on the AP Exam. The exams in this book are in the same format as the Multiple-choice section of the actual AP Exam. The problems in these exams are similar in their level of difficulty, wording and variety to those on the AP Exam. The reference section of the book contains formulas and theorems needed for the AP test, which are carefully chosen, conveniently organized and easy to access and view. Another important feature of this book is a collection of effective tips for the AP Test, which helps the reader to avoid common mistakes, flaws and misconceptions. These helpful tips have been collected by the author over the years and shared with her own students, and are now being shared with you. This book reflects the recent changes in the College Board requirements, and has helped many students all over the U.S. to succeed on the AP exam. Also suggested for success on the AP Exam are Mathboat's "AP Calculus Interactive lectures vol.1" and vol.2, which together form a complete collection of PowerPoint Presentations, covering the whole Calculus course. They come with theorems, proofs and numerous examples, approachable methodology, clear explanations and tested memorization techniques. They are an indispensable tool for a rigorous understanding of all Calculus concepts and problem-solving strategies.