Geometry Techniques: Math for Gifted Students (Math All Star) by Xing Zhou

by Xing Zhou

Solving competition geometry problems is challenging. It requires students not only to remember lots of geometry theorems, but also to master various related techniques. Though related, these two skills are not the same. Many geometry techniques are intuitive to apply and do not involve complex theorems. However, it can be surprisingly more effective to utilize these techniques than to solely rely on a bunch of theorems. Therefore, being proficient in employing appropriate techniques will boost a one's problem solving ability in a meaningful way.That being said, it appears that the vast majority of math trainings and materials focus on teaching students geometry theorems. This book will introduce a collection of geometry techniques which can be readily used to solve many competition geometry problems at various levels. Mastering them is a must for anyone who wants to be a strong contender in math competitions.More information about this book, including pre-assessment exercise, can be found at

Paperback

Published January 1, 1742