Course Details

AP Calculus AB

Bestseller ★ 4.95/5 430+ enrolled

Why Choose Online AP Calculus AB Classes?

Live, interactive 1:1 or small-group classes — face-to-face with the instructor and fellow students.

Highly qualified subject-matter expert tutors with proven AP / SAT / state-curriculum experience.

Customised online practice worksheets — graded, reviewed and explained class by class.

Periodic class tests and detailed performance evaluations so weak areas are caught early.

2–4 full-length proctored mock tests before the actual exam.

Flexible scheduling — once-a-week or twice-a-week based on your timeline and the exam date.

No contracts and no hidden fees — pay month-to-month.

Free demo class so you can meet the tutor before you commit.

Globally available — USA, UK, Canada, Australia, Singapore, UAE and more.

Recorded sessions provided for missed classes (group format) so no concept is left behind.

Overview

AP Calculus AB is a college-level introductory calculus course covering limits, derivatives and integrals of single-variable functions and their applications. It is roughly equivalent to a first-semester college calculus course (Calculus I). The course follows the official College Board eight-unit framework and prepares students for the May AP Calculus AB exam.

What You'll Learn

Live interactive sessions
1st one-on-one session
Comprehensive curriculum
No long-term commitment
Personalized learning plan

AP Calculus AB — Full Course

Age 14+ 40 hrs

Unit 1: Limits and Continuity

Definition of a limit; left/right limits
Continuity and the Intermediate Value Theorem
Asymptotic behaviour and indeterminate forms

Unit 2: Differentiation — Definition and Fundamental Properties

Average vs instantaneous rate of change
Definition of the derivative; differentiability
Power, sum, product, quotient rules

Unit 3: Differentiation — Composite, Implicit and Inverse Functions

Chain rule and implicit differentiation
Derivatives of inverse functions
Derivatives of trig, exponential, log functions

Unit 4: Contextual Applications of Differentiation

Straight-line motion — position, velocity, acceleration
Related rates problems
Linear approximation and L'Hôpital's Rule

Unit 5: Analytical Applications of Differentiation

Mean Value Theorem and Rolle's Theorem
First / second derivative test; concavity and inflection
Optimisation problems; curve sketching

Unit 6: Integration and Accumulation of Change

Riemann sums and the definite integral
Antiderivatives and the Fundamental Theorem of Calculus
u-substitution and basic integration techniques

Unit 7: Differential Equations

Slope fields and solutions
Separable differential equations
Exponential growth/decay modelling

Unit 8: Applications of Integration

Average value of a function
Area between curves; volumes by disc, washer, shell
Particle motion and accumulated change

AP Exam Practice

MCQ — calculator and non-calculator
FRQ — 6 questions with graphing calculator and no calculator
2 full-length proctored mocks

Requirements

A laptop or desktop with stable internet
Strong Pre-Calculus foundation — functions, trigonometry, exponentials and logarithms
A graphing calculator (TI-84 / TI-Nspire / Casio fx-CG50 approved)
Targeting the May AP Calculus AB exam

Reviews

4.95 / 5 ★ · 430+ students enrolled

Parents consistently rate our mentors for personalised attention, clear concepts and steady progress. Book a free demo to experience a class first-hand.

Frequently Asked Questions

How do I get started?

For 1:1 classes, registrations are open year-round. For group classes, sign up for any upcoming free workshop on our website. Click the Book a Demo button on this page, fill in your details, and we will schedule a free trial session with the instructor. For details, contact our coordinator on WhatsApp at +91 93308 11581 or email contact@winquestonline.com.

How does payment work?

We require monthly advance payments for the number of classes scheduled in that calendar month. We accept Zelle, PayPal, UPI (for India) and major credit / debit cards. You can select your preferred payment method during the initial enrolment.

What if I miss a class?

For group classes, we share a timed recording of the session on parent request, so your child can catch up before the next class. For 1:1 classes, we reschedule a make-up at a mutually convenient time at no extra cost (with at least 24 hours notice).

How long is each class?

Each class session is 60 minutes long for academic subjects (45 minutes for musical instruments where applicable). Frequency is typically once or twice a week based on the AP / SAT exam timeline and parent preference.

How are AP / SAT prep classes structured?

We start with a diagnostic so the tutor knows the student's starting score band and weak areas. The curriculum is then sequenced to cover all College Board units, with weekly homework, periodic class tests and 2–4 full-length proctored mock tests in the final stretch before the exam.

Do you provide practice materials?

Yes. Every course includes customised online practice worksheets matched to that week's topic, plus official-style mock exams. For SAT / PSAT we also recommend the official Bluebook practice tests; for AP we use a mix of College Board released items and Princeton Review / Barron's style drills.

What is the class size?

For 1:1 sessions the class is just your child and the tutor. For group classes we cap each batch at 6–8 students so every learner gets individual attention and can ask questions in real time.

Are the tutors qualified?

All our tutors are highly qualified subject-matter experts with proven track records — many hold Master's or PhD degrees in their subject and several years of AP / SAT / school-curriculum teaching experience. They are passionate about teaching and create personalised lesson plans for every student.

What if my child needs to pause for a school break or exam?

Just let us know in advance. There are no contracts — you can pause for a school holiday or final-exam stretch and resume when the student is ready, with no penalty.

What are the requirements?

A laptop or desktop with a stable internet connection is required. Specific software / tools (calculator, IDE, practice booklet) are listed in the course details page and will be confirmed by the tutor before the first class.