AP Calculus
AB & BC.
The fundamental prerequisite for elite STEM admissions. Master the mathematics of continuous change from First Principles, bypassing rote memorization entirely to guarantee a 5 on your exam.
The Framework
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Calculus Without Memorization: We visually prove the Fundamental Theorem of Calculus so that formulas become intuitive.
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FRQ Exact Phrasing: We teach the precise terminology College Board graders require to award full points on Free Response Questions.
The Gateway to Advanced STEM
AP Calculus is not just a high school math class; it is the universal language of physics, economics, computer science, and engineering. Achieving a score of 5 on the AB or BC exam proves to Ivy League admissions officers that a student possesses the rigorous analytical capacity required for collegiate coursework.
Unfortunately, most high schools treat Calculus as "advanced algebra," forcing students to memorize hundreds of disconnected rules (Chain Rule, Product Rule, U-Substitution). This is why students fail.
The EduGlobal Difference
MethodologyStandard High School
Teaches students to memorize derivative tables and integral formulas. Students panic when they see a word problem formatted slightly differently than their textbook.
First Principles Logic
We teach that a derivative is simply an "instantaneous rate of change" and an integral is "accumulation of area." Once visualized geometrically, the formulas naturally derive themselves.
Mastering the Exam Format
- Cracking the FRQs: The Free Response Questions (FRQs) account for 50% of the AP score. We train students on the "Justify Your Answer" frameworks. If a student writes "the graph goes up," they lose points. We train them to write "$f'(x) > 0$, therefore $f(x)$ is strictly increasing."
- Calculator Fluency: Sections of the AP Exam require a Graphing Calculator. We teach advanced TI-84 and Nspire shortcuts for finding numerical derivatives, bounded intersections, and definite integrals in seconds.
Official College Board Syllabus Map
Our curriculum is meticulously mapped to the 10 core units defined by the College Board, ensuring no surprises in May.
Limits and Continuity (AB/BC)
Mastering limits algebraically and graphically. Understanding the Squeeze Theorem, intermediate value theorem (IVT), and asymptotes.
Differentiation (AB/BC)
The formal definition of a derivative. Mastering the Power, Product, Quotient, and Chain rules. Implicit differentiation and L'Hôpital's Rule.
Applications of Derivatives (AB/BC)
Related rates, curve sketching (First/Second Derivative Tests), finding local extrema and concavity, and complex optimization problems.
Integration and Accumulation (AB/BC)
Riemann sums, the Fundamental Theorem of Calculus, U-Substitution, and definite/indefinite integrals.
Applications of Integration (AB/BC)
Finding the average value of a function, area between curves, and the volume of 3D solids using cross-sections (Disks and Washers).
Parametric, Polar, & Infinite Series (BC Only)
The hardest part of BC. Vector-valued functions, arc length, Convergence Tests, Taylor/Maclaurin polynomials, and Lagrange error bounds.
Admissions Portal
Diagnostic Application
Spots for our 2026 Calculus cohorts are strictly limited to ensure 1-on-1 quality. Submit your details to schedule a diagnostic evaluation.
