AP Calculus Summer Tutoring

AP Calculus AB summer tutoring is for high school students who are looking to get a head start during the summer of 2026.


Take advantage of 1000's of hours of teaching experience, and master calculus with confidence.

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Calculus with Clarity

Calculus is the branch of mathematics that deals with situations that are changing. Calculus was developed by two great mathematicians- Issac Newton and Gottfried Wilhelm Leibniz. From an airplane in flight to water leaking out from a pool, calculus enables us to find information about these dynamic scenarios. In AP Calculus AB or Calculus 1, students are generally taught two major topics- differentiation and integration. These are complex areas of math, and many students seek additional help. Our experienced calculus tutors explain these concepts in clear language, and reinforce other important math skills whenever necessary. High school students are also prepared for the AP Calculus Exam (AB/BC).


We provide a streamlined approach, with easy communications and a clear learning interface. Through online sessions we make scheduling convenient and practical, while giving our students access to top-notch calculus learning with exceptional tutors. 

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Free Assessments

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  • Weekly reviews and homework help
  • AP Calculus AB/BC Exam prep
  • Carefully selected topics and problems
  • Step-by-step clear explanations
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Easy Communications.

We respond to all emails & texts.

Rates & Discounts:

50 min session - $110

In-person tutoring (if available) - $130

First Session- 50% off

Promo package: 
$60 off a 4-session package

Important AP Calculus (Calculus 1-2) Topics:

  • Review of Algebra 2 & Precalculus
  • Calculating Limits through substitution
  • Infinite Limts and limits at infinity
  • Definition of a Derivative and Tangent lines
  • Power rule, product rule, quotient rule
  • Chain rule, implicit differentiation
  • Related Rates, curve sketching
  • Definition of an Integral
  • Indefinite and Definite integrals
  • Riemann Sums
  • The fundamental theorem of calculus
  • Area under a curve
  • Natural Log- differentiation and integration
  • Differential equations
  • Polar, parametric, vectors (BC only)