※ This post was reviewed by expert Baeoom instructors

※ It introduces the correct study methods for Pre-algebra and Algebra 1, which are taken by middle school students, as well as various study strategies for high school mathematics, including Geometry, Algebra 2, Pre-Calculus, and AP Calculus AB/BC

Middle School Math - Pre-Algebra & Algebra 1

Pre-Algebra Pre-Algebra serves as the starting point for students to successfully grasp complex mathematical concepts and applications in high school. In this subject, students learn about variables, equations, ratios, functions, and graphing, which are closely related to Algebra, Geometry, Calculus, and Statistics taught in high school.

To excel in Pre-Algebra, students should focus on thorough concept learning and extensive problem-solving to develop their "problem-solving skills." It is crucial to fully grasp the concepts, even if the pace of the class is slow. By encountering many problems, students can continuously sharpen their critical thinking and become proficient in solving mathematical problems.

Algebra 1 Algebra 1 further develops the concepts learned in Pre-Algebra to more advanced levels. Students encounter quadratic and cubic functions and delve into more challenging graphing techniques.

For those who have a strong foundation in Pre-Algebra, Algebra 1 should not be difficult. However, in Algebra 1, students need to hone their ability to comprehend problems and think critically to apply appropriate concepts in the right contexts.

High School Math - Geometry, Algebra 2, Pre-Calc, AP Calc AB/BC

Geometry In Geometry, students encounter mathematical concepts different from what they learned in the past two years (Pre-Algebra, Algebra 1). While they previously focused on algebra, they now learn about various plane and solid figures, trigonometry, and other geometric principles. Many students find this subject challenging, particularly when it comes to understanding trigonometric functions.

Geometry has a significant impact on future mathematics courses (Algebra 2, Pre-Calculus, Calculus) and SAT Math. Approximately 10% of SAT Math questions are directly related to Geometry, so mastering geometric concepts is essential. Understanding Geometry thoroughly is also crucial to comprehending topics like trigonometric functions and conic sections in Algebra 2.

The key to successful learning in Geometry lies in grasping the precise concepts and effectively applying them to problem-solving.

Algebra 2 Algebra 2 is the culmination of the algebraic and geometric knowledge learned over the past three years. It is the first step into advanced mathematics and often proves to be the most challenging subject for many students. If students struggled with Algebra 1 and Geometry, they may find it difficult to catch up in Algebra 2, as it requires more time for comprehension.