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All of the topics covered in Calculus AB—limits, derivatives, and integrals—as well as more complex ideas like parametric, polar, and vector functions as well as infinite sequences and series are covered in the AP Calculus BC Online Course.
It helps students obtain more college credits and lay a solid basis for STEM studies. It is comparable to two semesters of college calculus.
Experience expert-led online instruction to improve your exam performance and confidence by scheduling your free AP Calculus BC session today.
For high school students in the US getting ready for College Boardinations, TestprepKart provides expert-led AP online courses.
Experienced instructors teach the courses, which combine live interactive sessions with self-paced study for flexible learning
| Details | AP Calculus BC Online Course | On-Demand Course | 1-on-1 Course |
| Format | 5 Classes of 2 hours each (10 hours). 10 Classes of 2 hours each (20 hours). 15 Classes of 2 hours each (30 hours). | 10 Classes of 2 hours each (20 hours). 15 Classes of 2 hours each (30 hours). | 10 Classes of 2 hours each (20 hours). 15 Classes of 2 hours each (30 hours). For custom requirements, get in touch. |
| How will I Get Instructions? | Take Live online classes through your paid student account on TestprepKart. Live classes along with AP-certified tutors in batch of 15 students. Check AP Course & Features | Plan your custom study schedule and take Live online classes as per your requirements. This will be a group of 15 students. | 1 on 1 AP sessions with dedicated AP-certified tutors to help you out online and custom preparation plan to be followed for your desired goal. |
| Pricing | 10 hours AP Course Fee: $700 20 hours AP Course Fee: $1400 30 hours AP Course Fee: $2100 View All AP Courses | 20 hours AP Course Fee: $2700 30 hours AP Course Fee: $919 | 20 hours AP Course Fee: $3300 30 hours AP Course Fee: $1229 |
| Additional Recommended Practice | Platinum Exam Club* Available for AP students on SATLAS platform. | Extended Video Access In addition to Platinum Exam Club, Extended video access available for up to 6 months with course enrollment. Includes downloadable notes and exercises. | Personalized AI Progress Reports Each session comes with detailed feedback and an AI driven step-by-step improvement plan. |
TestprepKart distinguishes itself from other institutions by providing students in the United States and non-resident USAns (NRIs) with individualized AP and SAT preparation.
| Feature | TestprepKart Advantage |
| Course Personalization | Customized AP & SAT preparation for students in the U.S. and NRIs worldwide. |
| Learning Style | Offers individualized learning programs, one-on-one tutoring, and small batch live classes. |
| Expert AP-certified tutors | Taught by experienced, AP-certified instructors familiar with the College Board format. |
| Study Resources | Includes real exam-style questions and detailed progress tracking. |
| Class Flexibility | Free Trial Class, extended video access, and U.S. time zone–based schedules. |
| Success Focus | Trusted by students aiming to score a 5 on AP Calculus AB and other AP exams. |
| Sample Papers | Practice with real exam-style papers. |
| Extra Practice Sessions | Additional help for tough topics. |
| One-on-One Tutoring | Personalized learning support. |
| State / Region | Time Zone | Action |
| AP Prep / Tutoring in USA | Varies by State | Start Your Free Trial Now |
| AP Exam Preparation in California | Pacific Time (PST / UTC−8) | |
| AP Exam Preparation in Texas | Central Time (CST / UTC−6) | |
| AP Exam Preparation in New York | Eastern Time (EST / UTC−5) | |
| AP Exam Preparation in New Jersey | Eastern Time (EST / UTC−5) | |
| AP Exam Preparation in Florida | Eastern Time (EST / UTC−5) | |
| AP Exam Preparation in Georgia | Eastern Time (EST / UTC−5) |
Students get access to an online dashboard that includes recorded and live interactive lessons covering important subjects including integrals, limits, and derivatives.
To improve comprehension, they receive practice exams, digital notes, and tailored feedback.
| Feature | Details |
| Access | Get instant access to your online dashboard after enrollment. |
| Class Options | Attend live classes or watch recorded sessions anytime. |
| Topics Covered | Learn limits, derivatives, integrals, and key applications. |
| Learning Style | Includes concept teaching, problem solving, and practice. |
| Resources | Receive notes, worksheets, and topic-wise quizzes. |
| Instructor Help | Get personalized feedback from expert tutors. |
| Course Formats | Choose 1-on-1, on-demand, or group classes. |
| Flexibility | Learn as per your U.S. time zone. |
| Outcome | Build confidence and score high on the AP Exam. |
A solid foundation in algebra, geometry, trigonometry, and pre-calculus, including knowledge of functions, limits, and analytical reasoning, is required of students preparing to take AP Calculus BC.
| Category | Details |
| Recommended Grade Level | High School (Grades 11–12) |
| Mathematics Background | Strong foundation in Algebra, Geometry, Trigonometry, and Pre-Calculus |
| Pre-Requisite Courses | Algebra II → Geometry → Pre-Calculus with Trigonometry |
| Core Skills Required | Understanding of functions, limits, and analytical reasoning |
| Function Knowledge | Familiarity with polynomial, exponential, logarithmic, and trigonometric functions |
| Concepts to Know | Rates of change, function composition, and inverse functions |
| Additional Skills | Problem-solving, logical thinking, and graph interpretation |
| Recommended Readiness | Students comfortable with fast-paced, college-level coursework |
Test Your Eligibility For This Course
All of the Calculus AB topics—limits, derivatives, and integrals—as well as more complex ideas like parametric, polar, and vector functions, as well as infinite sequences and series, are covered in the AP Calculus BC Course.
| Topic | Focus |
| Limits & Continuity | Foundation of calculus concepts. |
| Derivatives | Motion, optimization, and rates. |
| Integrals | Area, volume, and accumulation. |
| Fundamental Theorem | Link between derivatives and integrals. |
| Parametric & Polar Functions | Advanced curve and motion analysis. |
| Series & Sequences | Infinite series and approximations. |
| Differential Equations | Modeling with slope fields. |
| Graphing Calculator | Solve and visualize problems. |
| Practice Papers | Real AP-style practice sets. |
| 1-on-1 Tutoring | Personalized concept guidance. |
| Section | Type | No. of Questions | Time | Weightage |
| Section I (Part A) | Multiple Choice – No Calculator | 30 | 60 Minutes | 33.30% |
| Section I (Part B) | Multiple Choice – With Calculator | 15 | 45 Minutes | 16.70% |
| Section II (Part A) | Free Response – With Calculator | 2 | 30 Minutes | 16.70% |
| Section II (Part B) | Free Response – No Calculator | 4 | 60 Minutes | 33.30% |
| Total Duration | — | — | 3 Hours 15 Minutes | 100% |
| Unit No. | Unit Title | Estimated Hours | Exam Weighting | Topics Covered |
| 1 | Limits and Continuity | 10 hours | 10–12% | Limit laws, continuity, and Intermediate Value Theorem. |
| 2 | Differentiation: Definition & Basic Rules | 12 hours | 10–12% | Derivative rules, rates of change, tangent lines, and higher-order derivatives. |
| 3 | Differentiation: Composite, Implicit, and Inverse Functions | 10 hours | 9–13% | Chain rule, implicit differentiation, and inverse trig derivatives. |
| 4 | Contextual Applications of Differentiation | 12 hours | 10–15% | Motion, optimization, linearization, and Mean Value Theorem. |
| 5 | Analytical Applications of Differentiation | 12 hours | 15–18% | Graph analysis, concavity, extrema, and curve sketching. |
| 6 | Integration and Accumulation of Change | 14 hours | 17–20% | Definite/indefinite integrals, Riemann sums, and Fundamental Theorem of Calculus. |
| 7 | Differential Equations | 8 hours | 6–12% | Solving separable equations, slope fields, logistic growth. |
| 8 | Applications of Integration | 13 hours | 10–15% | Area between curves, volumes of revolution, and accumulation functions. |
| 9 | Parametric, Polar, and Vector Functions | 10 hours | 8–10% | Calculus with parametric, polar, and vector-valued functions. |
| 10 | Infinite Sequences and Series | 15 hours | 17–18% | Convergence tests, Taylor and Maclaurin series, power series applications. |
AP Calculus BC – Unit Weightage
Summary of AP Calculus AB & BC statistics with visual comparisons (based on your provided figures).
Expected Score Ranges and Trends
| Aspect | AP Calculus AB | AP Calculus BC |
| Multiple-choice | 50% of total score | 50% of total score |
| Free response | 50% of total score | 50% of total score |
| % of students scoring 5 | ~21% | ~48% |
| High-weight topics | Units 5–6 (integration) | Series, parametric & polar functions |
| Strategy tip | Practice partial-credit FRQs | Track AB subscore to ensure basics |
| Aspect | AP Calculus AB | AP Calculus BC |
| Multiple-choice | 50% of total score | 50% of total score |
| Free response | 50% of total score | 50% of total score |
| % of students scoring 5 | ~21% | ~48% |
| High-weight topics | Units 5–6 (integration) | Series, parametric & polar functions |
| Strategy tip | Practice partial-credit FRQs | Track AB subscore to ensure basics |
In U.S. institutions, your AP score (1–5) decides whether you can skip beginning courses or receive college credit.
Although each university has its own credit policy, the overall trend is as follows.
| AP Score | Level | College Credit | Equivalent Course | Notes |
| 5 | Excellent | 8 Credits (2 Semesters) | Calculus I & II | Skip both intro calculus courses |
| 4 | Strong | 4 Credits (1 Semester) | Calculus I | Skip first-semester calculus |
| 3 | Fair | 0–3 Credits (Varies) | Possibly Calculus I | Accepted by some colleges |
| 2 | Low | 0 Credits | — | No college credit |
| 1 | Minimal | 0 Credits | — | Not eligible for credit |
Having the appropriate study tools makes learning calculus easier. Every key idea and formula required for success in AP Calculus and other AP subjects is covered in a series of free e-books that can be downloaded from TestprepKart.
1. Is it better to take AP Calculus BC rather than AB?
Of course, of course! Everything covered in AP Calculus AB is also covered in AP Calculus BC, but it goes further with more complex subjects like infinite sequences and series, as well as parametric, polar, and vector functions. It is an excellent option for students who want to build solid STEM foundations because it is comparable to two semesters of college-level calculus.
2. In comparison to AP Calculus AB, how challenging is the BC exam
Because it covers more material and moves more quickly, AP Calculus BC is more difficult. However, most students find it to be very manageable and rewarding with regular practice, solid math foundations, and appropriate guidance.
3. In order to receive college credit, what score should I aim for on the AP
Calculus BC exam? Although policies differ by school, the majority of American universities grant college credit for a score of 4 or 5. Students who perform well can avoid taking college introductory calculus courses, which will save them money and time.
4. What subjects are specific to AP Calculus BC that aren’t covered in AB?
Differential and integral calculus are the main topics of AB, but BC offers a more thorough and comprehensive understanding of calculus by incorporating more complex ideas like parametric, polar, and vector functions as well as infinite sequences and series.
5. On the AP Calculus BC exam, what kind of calculator is permitted?
For certain exam sections, a graphing calculator, like the TI-84 Plus or its equivalent, is allowed. To ensure that they are comfortable solving problems under time constraints, students should practice using their calculator during preparation.
Useful Resources
Download Barron’s AP Statistics By Dr. Martin Sternstein Book
AP Exam Registration Process For 2026
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