High School Math (Grades 9–12)

High school mathematics extends students' understanding of foundational concepts into advanced abstract reasoning and real-world applications. Students should be proficient in areas such as algebra, geometry, trigonometry, and calculus. Our curriculum is designed to challenge students' critical thinking and analytical skills, ensuring a robust mathematical foundation for university success and beyond. AEI provides expert guidance through the standard international school math sequence:

Current grade levelCourse
9Honors Geometry, Geometry
10Honors Algebra 2, Algebra 2
11Honors Precalculus, AP Precalculus, Precalculus
12AP Calculus AB, AP Calculus BC

Grade 9: Geometry

In Geometry, students transition from calculation-based math to deductive reasoning. The curriculum covers the properties of polygons, perpendicularity, congruence, and triangle similarity. Students also explore circle properties, constructions, area, and volume.

      • Note: Our course includes a focused module on Geometric Proofs and Logic, which can be customized or emphasized based on the requirements of the student’s specific school curriculum.

Grade 10: Algebra 2

Algebra 2 builds upon the foundations of Algebra 1 while introducing significantly more complex functions. The course focuses on complex numbers, polynomial and rational functions, exponential and logarithmic functions, and conic sections. Students also delve into probability, sequences, and series, preparing them for higher-level mathematical analysis.

Grade 11: Precalculus

This course serves as the vital bridge between algebra and calculus. Key areas of focus include advanced trigonometric functions, identities, and equations, as well as further exploration of polynomial functions, logarithms, and complex numbers in polar form. We ensure students develop the algebraic precision necessary for the rigors of Calculus.

Grade 12: Calculus

Our Calculus course covers the fundamental pillars of limits, derivatives, and integrals. Advanced topics include integration techniques, polar coordinates, vectors, parametric equations, and differential equations. For students aiming for AP-level proficiency, we provide extensive practice with sequences, series, and slope fields.