Upgrade to Bachelor's Degree "Advanced Mathematics (II)" Score Strategy (Second Edition)

Author: Ding Dagong et al
Publisher:
Publish Date: 2005-03-01
Features: How can you achieve ideal scores in exams? For Advanced Mathematics (Part II), the first step is to memorize all the concepts required by the course and master all the formulas. These are fundamental tasks. To help with this, we have compiled these materials and placed them at the beginning of the book. Readers can tear out these pages and keep them handy, reviewing them for about ten minutes each day. We believe that after about a month of consistent practice, you will see significant improvement. The second key is to do plenty of exercises. Learning advanced mathematics without a certain number of practice problems is simply not feasible. The challenge lies in determining how many exercises to do and which types are most appropriate. Of course, this varies from person to person. If your time is not very flexible, then your main focus should be on easier and moderately difficult problems. Such problems account for about 80% of all exam questions. One of the principles guiding the selection of exercises in this book is to provide appropriate options for readers in this category.