Mathematics数学
Introduction to Number Theory数论入门课程
Covers foundational number theory - modular arithmetic, divisibility rules, linear congruences, and base numbers - building the number sense essential to math competitions.涵盖基础数论内容--模运算、整除规则、线性同余与进制数,培养数学竞赛所需的数感。
Course overview课程介绍
Introduction to Number Theory: Building Number Sense
Grade 6-9 | Competition Focus: AMC 8 / AMC 10
This course introduces the number theory concepts that appear throughout math competitions, from AMC 8 through AMC 10. Topics include primes and composites, multiples and divisors, prime factorization and its applications, base numbers, modular arithmetic, divisibility rules, and linear congruences - developing the deep number sense that separates strong competitors from the rest.
What students will develop
- Fluency with primes, factorization, and divisibility rules
- Comfort working in different number bases
- Ability to apply modular arithmetic and solve linear congruences
- Strong number sense that transfers across algebra, counting, and geometry problems
Format: Small-group instruction with guided practice on real competition-style problems, building a number theory foundation that supports AMC 8 and AMC 10 preparation.
数论入门课程: 培养数感
年级:六至九年级 | 竞赛方向:AMC 8 / AMC 10
本课程介绍贯穿各类数学竞赛(从 AMC 8 到 AMC 10)的数论概念。课程内容包括质数与合数、倍数与因数、质因数分解及其应用、进制数、模运算、整除规则以及线性同余--培养区分优秀竞赛选手与普通学生的深层数感。
孩子将获得的能力:
- 熟练掌握质数、因数分解及整除规则
- 熟悉不同进制数的运算
- 能够运用模运算并求解线性同余问题
- 培养可迁移至代数、计数与几何题目的扎实数感
课程形式:小班教学,结合真实竞赛风格题目进行针对性练习,为 AMC 8 及 AMC 10 备考打下坚实的数论基础。
- Grade range年级
- Grades 6-9Grades 6-9
- Level水平
- By placementBy placement
- Format授课方式
- In Person or Online线下与线上
- Location地点
- Syosset / OnlineSyosset / Online
What students develop学生能力目标
Current schedules and seats当前时间和名额
No published schedule is available yet. Contact AAA for placement guidance.暂未发布课程时间，请联系 AAA 咨询分班。