Incoming AP Cal BC Students

Dear Future AP Calculus BC Students,

Before you begin this course, it is important to understand the level of rigor and expectations that come with it. AP Calculus BC is a fast-paced, college-level mathematics course that builds upon everything you have learned in previous math classes. If you feel that you are not prepared to meet these expectations, you should request a schedule change before the deadline.

First and foremost, staying on top of assignments is not optional—it is essential. Concepts in calculus build on one another quickly, and falling behind even a little can make it very difficult to catch up. You will be expected to complete all assignments on time and consistently review material outside of class. Strong time management, organization, and self-discipline are critical to your success.

You are expected to enter this course with a solid understanding of algebra, trigonometry, and fundamental functions. Skills such as factoring, solving equations, working with unit circle values, polar coordinates, and manipulating expressions should already be second nature. While we will review key ideas as needed, the pace of the course does not allow for reteaching foundational concepts in depth.

This course emphasizes deep conceptual understanding, not just memorization. You will learn to interpret graphs, analyze rates of change, connect multiple representations of functions, and extend your understanding to polar coordinates and series. You will also be expected to explain your reasoning clearly using proper mathematical language. Simply getting the correct answer is not enough—how you arrive at the answer matters.

Practice is a major component of success in AP Calculus BC. You will need to consistently work through challenging problems, both in and out of class. At times, you may struggle with new concepts—that is part of the learning process. However, persistence and effort are key. I provide tutorial videos and resources to support your learning, and it is your responsibility to use them effectively to understand the material, not simply to copy solutions.

The AP Calculus BC Exam requires you to apply your knowledge under time constraints. You will need to solve both multiple-choice and free-response questions efficiently and accurately. This includes performing calculations without a calculator in certain sections, as well as demonstrating strong problem-solving and analytical skills.

Active participation is expected daily. You should come to class prepared, ask questions when you are unsure, and engage in discussions about mathematical ideas. Collaboration can be helpful for learning, but all submitted work must reflect your own understanding.

AP Calculus BC is a challenging course, but it is also an opportunity to develop strong analytical thinking and problem-solving skills that will benefit you beyond the classroom. However, if you are not prepared to commit to the level of rigor required, it will be reflected in your performance and your GPA.

If you have any questions or concerns, please feel free to reach out. My goal is to help you make the best decision for your academic success.

Sincerely,

Mr. Le