There are hundreds of, if not more, geometry theorems. It is nearly impossible and definitely not necessary to remember all of them. Instead, students should focus on those must know theorems. In addition to remembering these theorems themselves, it is also important to study their typical applications. This book covers both areas.Each chapter of this book introduces a collection of related theorems. Those essential ones are discussed in the body contents. Students must remember all of them. Some additional theorems are included in the practice. They are good to know and remember.Practices are intended to demonstrate these theorems' typical applications. Many of them are classical problems. Some conclusion are well-known and can be practically treated as theorems. As such, students are encouraged to remember such conclusions as well.More information can be found at http: //www.mathallstar.org/
There are hundreds of, if not more, geometry theorems. It is nearly impossible and definitely not necessary to remember all of them. Instead, students should focus on those must know theorems. In addition to remembering these theorems themselves, it is also important to study their typical applications. This book covers both areas.Each chapter of this book introduces a collection of related theorems. Those essential ones are discussed in the body contents. Students must remember all of them. Some additional theorems are included in the practice. They are good to know and remember.Practices are intended to demonstrate these theorems' typical applications. Many of them are classical problems. Some conclusion are well-known and can be practically treated as theorems. As such, students are encouraged to remember such conclusions as well.More information can be found at http: //www.mathallstar.org/
