The AP Calculus AB Course by Olympiad Class24 gives students four months of live, one-to-one classes with mentor Dimple Gupta. It is designed for students who want to learn limits, derivatives and integrals in a clear order and prepare for the AP Calculus AB exam with a proper plan.
AP Calculus AB is equal to a first-semester college calculus course. Students learn how quantities change, how to measure accumulation and how to explain their reasoning in writing. Since the exam rewards clear steps as much as correct answers, regular guided practice makes a big difference.
AP Calculus AB Course at a Glance
The table below gives the main details of the course, including the mentor, class schedule, duration and fee.
| Detail |
Information |
| Course Name |
AP Calculus AB Course |
| Offered By |
Olympiad, Class24 |
| Mentor |
Dimple Gupta |
| Teaching Mode |
One-to-One Mentorship (live educator-led classes) |
| Schedule |
3 days per week, 2 hours per session |
| Course Duration |
4 months |
| Batch Timings |
Morning and evening batches available |
| Course Level |
Beginners to Advance |
| Language |
English |
| Course Fee |
Rs. 80,000 (regular price Rs. 1,00,000) |
Units Covered in the AP Calculus AB Course
The syllabus has eight units. The course follows them in order, because each unit builds on the one before it.
| Unit |
Unit Name |
What Students Learn |
| 1 |
Limits and Continuity |
Limits from graphs and tables, algebraic methods and continuity |
| 2 |
Differentiation: Definition and Fundamental Properties |
Definition of the derivative, power, product and quotient rules |
| 3 |
Differentiation: Composite, Implicit and Inverse Functions |
Chain rule, implicit differentiation and derivatives of inverse functions |
| 4 |
Contextual Applications of Differentiation |
Rates of change, related rates and linearization |
| 5 |
Analytical Applications of Differentiation |
Mean Value Theorem, extrema, curve sketching and optimization |
| 6 |
Integration and Accumulation of Change |
Riemann sums, definite integrals and the Fundamental Theorem of Calculus |
| 7 |
Differential Equations |
Slope fields, separation of variables and growth models |
| 8 |
Applications of Integration |
Average value, motion, area between curves and volumes |
Units 5 and 6 carry the highest weight on the exam, so the course gives them extra practice time.
Skills Tested in AP Calculus AB
The exam checks how students think, not only what they remember. These four skills run through every unit.
| Skill |
What It Means for the Student |
| Implementing Mathematical Processes |
Choosing the right method and carrying out each step correctly |
| Connecting Representations |
Moving between graphs, tables, equations and words |
| Justification |
Proving an answer using theorems and conditions |
| Communication and Notation |
Writing clear, correct mathematical notation and explanations |
Class Features and Student Benefits
| Feature |
Benefit for the Student |
| One-to-one live mentorship |
Doubts are solved at once, and the mentor can correct small errors in algebra and notation |
| 3 classes per week |
Regular practice keeps limits, derivatives and integrals fresh |
| 2 hours per session |
Enough time for concept teaching and problem solving in the same class |
| 4 months duration |
All eight units can be completed with time left for revision |
| Morning and evening batches |
Students can choose a slot that fits their school routine |
AP Calculus AB Exam Pattern
The exam is hybrid digital. Multiple-choice questions are answered on a device, and free-response answers are handwritten in a booklet. The table below shows the current structure.
| Section |
Questions |
Time |
Calculator |
| Section I, Part A (Multiple-Choice) |
29 |
62 minutes |
Not allowed |
| Section I, Part B (Multiple-Choice) |
13 |
38 minutes |
Graphing calculator required |
| Section II, Part A (Free-Response) |
2 |
30 minutes |
Graphing calculator required |
| Section II, Part B (Free-Response) |
4 |
60 minutes |
Not allowed |
Each section carries 50% of the exam score, and scores are reported on a scale of 1 to 5. The College Board updates exam details from time to time, so students should confirm the latest format on the official AP website.
Suggested Four Month Study Plan
| Month |
Focus Area |
| Month 1 |
Limits, continuity and the basic rules of differentiation (Units 1 and 2) |
| Month 2 |
Chain rule, implicit differentiation and applications of derivatives (Units 3, 4 and 5) |
| Month 3 |
Integration, differential equations and applications of integration (Units 6, 7 and 8) |
| Month 4 |
Full revision, timed practice and free-response writing |
Common Mistakes and How to Avoid Them
| Common Mistake |
How to Avoid It |
| Forgetting the chain rule |
Mark the inner function before differentiating |
| Missing the constant of integration |
Add the constant at once after every indefinite integral |
| Using a theorem without checking conditions |
State the conditions, such as continuity, before using the theorem |
| Leaving out units in applied problems |
Write units in the final answer and in the setup |
Who Should Join the AP Calculus AB Course
The course suits high school students who plan to take the AP Calculus AB exam and want regular live guidance instead of studying alone. Students should have a good base in algebra, geometry, trigonometry and functions. Since the course level is Beginners to Advance, the mentor can match the pace to the student, whether the student is starting calculus or revising before the exam.
Conclusion
The AP Calculus AB Course gives students four months of live, one-to-one mentorship with flexible batch timings. With clear concept teaching, regular practice and personal doubt solving, students can prepare for the exam with confidence. Enroll now and begin your AP Calculus AB preparation.
Important Links
Explore these related AP and exam preparation resources on Olympiad Class24 to support your studies.
