Calculus AB
The Acellus® Calculus AB course explores key concepts and how to analyze change and solve real-world problems—building a strong foundation for college-level math and success on the AP® exam.
Assessment: Lesson Practice, Unit Exams, Mid-Term Exam, Final Exam
Language: English
Calculus AB Curriculum
The Acellus Calculus AB helps students build a solid understanding of the key topics taught in the first semester of college-level Calculus. The course covers both differential and integral Calculus, focusing on how these concepts apply to real-world problems. Along with learning the core techniques, students also develop a deeper understanding of the reasoning behind the methods. From there, students dive into limits and continuity, learning how to compute limits—including one-sided and infinite limits—and understanding different types of discontinuities and the Intermediate Value Theorem. Overall, Acellus Calculus AB offers a comprehensive and well-structured path that prepares students not only to succeed on the AP exam but also to build a strong foundation for future college-level math courses.
Video-based Lessons
These video based lesson are accessible and can be rewatched, making them a flexible learning option.
Interactive Practice Questions
The interactive practice problems offer an engaging and effective way to learn, helping students deepen their knowledge and develop essential academic skills.
Calculus AB Worksheets
Special lessons provide students with engaging hands-on learning opportunities and help support parents in facilitating these lessons effectively by providing comprehensive parent resources.
Online Calculus Course
By the end of Acellus Calculus AB, students will understand the main ideas of differential and integral Calculus and be able to develop the ability to apply these concepts to real-world problems, and gained the skills needed to analyze and interpret functions using limits, derivatives, and integrals. They will be well-prepared to take the Calculus AB exam with confidence and equipped for success in higher-level math and science courses.