Newton Chinese Language School
  • Staff and Leadership
    • Administration
    • Board
    • Parent Committee
  • Teachers
    • Kai Cai / 蔡锴
    • Hui Chen / 陈卉
    • Jing Chen / 陈静
    • Lijia Chen / 陈丽嘉
    • Rui Chen / 陈锐
    • Yili Feng / 冯怡丽
    • Ying Ge / 葛莺
    • Huaizhong Han/韩怀中
    • Jinxia Huang / 黄金霞
    • Ming Kang / 康鸣
    • Guanghui Li / 李广辉
    • Qingjun Li / 李青俊
    • QuanJian Li / 李拳剑
    • Dana Liu / 刘丹娜
    • Donglin Liu / 刘东林
    • Jinya Liu / 刘金亚
    • Ke Lu / 卢珂
    • John Miao / 缪江永
    • Fang Pan / 潘芳
    • Baoqing Qian / 钱葆青
    • Shaohua Qu / 曲少华
    • Guo Tian / 田果
    • Fang Wang / 王芳
    • Han Wang / 王涵
    • Joy Wang / 王珏
    • Huiyi Yang / 杨惠仪
    • Lucy Tan / 杨悦
    • Junrong Yu / 余俊蓉
    • Yali Zhao / 赵亚莉
    • Yongmei Zhao / 赵咏梅
    • Li Zhen / 甄丽
    • Jason Zheng / 郑之高
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Pre-Algebra
​
代数学预科班


1st & 2nd Class Sessions: 12:30PM-3:30PM
上课时间: 12:30PM-3:30PM (占两节课时间)​

Register This Class Now

Course description​ 

The Prealgebra course is an introduction to basic algebra concepts. The focus of the course is intended to enable a student to make a successful transition from arithmetic to algebra and geometry. One school year is needed to complete this course that is divided into two parts to be taught in two semesters respectively. Prealgebra 1 includes a thorough exploration of the fundamentals of arithmetic, including fractions, exponents, and decimals. We introduce beginning topics in number theory and algebra, including common divisors and multiples, primes and prime factorizations, basic equations and inequalities, and ratios. Part 2, Students will become familiar with percent; arithmetic with squares and square roots; Students will also start to explore geometry, statistics, and graph concepts to be familiar with applying algebra to geometry and measurement. Problem solving will be emphasized throughout the course.
 
The text is structured to inspire the reader to explore and develop new ideas. Each section starts with problems, giving the student a chance to solve them without help before proceeding. The text then includes solutions to these problems, through which algebraic techniques are taught. Important facts and powerful problem solving approaches are highlighted throughout the text.
 
The course will combine the concepts and problem solving techniques with amount of class practices. That will make students understand the fundamental, digest and enhance the comprehension during the class time.

More Information

Who should take Prealgebra A 
This course is designed for students who enjoy math and who have completed an elementary school (grades 1-5) math curriculum or current high performing 5th grade students.
 
Who should take Prealgebra B
This course is designed for students who enjoy math and who have completed our Prealgebra 1 course (or an equivalent elsewhere).
 
The requirement for students who register this course  
In general, students in grade 5 – 7 are eligible to register this course. All students who want to take this course should pass the evaluation test. The test must be taken and submitted before the new semester starts. The test questions are posted in NCLS website:
http://www.newtonchineseschool.org/principal/TestforPrealgebraA.pdf
http://www.newtonchineseschool.org/principal/TestforPrealgebraB.pdf
http://www.newtonchineseschool.org/principal/2017MathCourseRegistrationForm.pdf
 
Student eligible to take the first part of Prealgebra A should take Test of Prealgebra 1, or Test of Prealgebra B for the second part of Prealgebra. Please check the class schedule of Prealgebra A and Prealgebra B at NCLS website.
 
Even though successful registration to the class, the students may be asked to change to other level appropriate class if the student has difficulties to understand the contents, or is not able to complete practices or assignments, or couldn’t pass the quiz test, etc.
 
Textbook  
Students must have the textbook to take this course. The book could be purchased online: https://www.artofproblemsolving.com/store/list/aops-curriculum
Prealgebra, the Art of Problem Solving, by Richard Rusczyk, David Patrick, Ravi Boppana
Text ISBN: 978-1-934124-21-5
 
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Newton Chinese Language School © COPYRIGHT 2021. ALL RIGHTS RESERVED.
  • Staff and Leadership
    • Administration
    • Board
    • Parent Committee
  • Teachers
    • Kai Cai / 蔡锴
    • Hui Chen / 陈卉
    • Jing Chen / 陈静
    • Lijia Chen / 陈丽嘉
    • Rui Chen / 陈锐
    • Yili Feng / 冯怡丽
    • Ying Ge / 葛莺
    • Huaizhong Han/韩怀中
    • Jinxia Huang / 黄金霞
    • Ming Kang / 康鸣
    • Guanghui Li / 李广辉
    • Qingjun Li / 李青俊
    • QuanJian Li / 李拳剑
    • Dana Liu / 刘丹娜
    • Donglin Liu / 刘东林
    • Jinya Liu / 刘金亚
    • Ke Lu / 卢珂
    • John Miao / 缪江永
    • Fang Pan / 潘芳
    • Baoqing Qian / 钱葆青
    • Shaohua Qu / 曲少华
    • Guo Tian / 田果
    • Fang Wang / 王芳
    • Han Wang / 王涵
    • Joy Wang / 王珏
    • Huiyi Yang / 杨惠仪
    • Lucy Tan / 杨悦
    • Junrong Yu / 余俊蓉
    • Yali Zhao / 赵亚莉
    • Yongmei Zhao / 赵咏梅
    • Li Zhen / 甄丽
    • Jason Zheng / 郑之高
  • Marketing Opportunities
  • Events
    • 60th Anniversary
    • 2019 Chinese New Year Gala
    • 2018 Chinese New Year Gala
    • Newton Serves Day
    • 2017 Chinese New Year Gala
    • Forum Questions Collection Form
  • About NCLS
  • Contact Us