The AMC 12 Preparation class is tailored to help students master advanced mathematical concepts and develop the problem-solving skills required to excel in this challenging competition. With a focus on deepening understanding and enhancing analytical abilities, our course prepares students for success on the AMC 12 and beyond.
AMC 12 Preparation (American Mathematics Contest 12) Read More »
The AMC 8 Preparation Class focuses on mastering key mathematical concepts. Students will build confidence in mathematics through engaging lessons and incremental challenges.
AMC 8 Preparation (American Mathematics Contest 8) Read More »
If you have an interest in or a passion for math, you have likely heard of the American Mathematics Competition! In this article, we’ll explore everything you need to know about the AMC 10 exam and compare the difference between AMC 10, AMC 8, and AMC 12. Read to learn more about how you can excel in this prestigious mathematics examination!
Are you that friend who everyone goes to for help with their math homework? Do you often get top scores on your math tests? Are you ready to gain worldwide recognition for your math expertise, and launch yourself towards success in your future education and career? Then the Harvard-MIT Mathematics Tournament—where students compete with the world’s best high school mathematicians and prove their aptitude at the most prestigious math contest—is an opportunity that you shouldn’t miss! Read on for everything you should know to ace the 2025-2026 HMMT: from participation guidelines, to benefits and even some HMMT practice problems.
Complete Guide to Harvard-MIT Mathematics Tournament (HMMT) Read More »
Pre-Calculus is built on concepts of trigonometry, geometry, and algebra in preparing students for the study of calculus. Students focus on modeling, problem-solving, data analysis, trigonometric and circular functions and their inverses, polar coordinates, complex numbers, conics, and quadratic relations.
Geometry introduces students to points, lines, planes, angles, parallel lines, triangles, similarity, trigonometry, quadrilaterals, transformations, circles, and area. Students will apply mathematical concepts and knowledge to solve problems. Students will develop critical thinking and decision-making skills by connecting concepts to practical applications.
