Professional Course

Preparing for the AP Calculus AB Exam – Part 2: Integrals

edX, Online
Length
4 weeks
Price
49 USD
Next course start
Inquire for more information See details
Delivery
Virtual Classroom
Length
4 weeks
Price
49 USD
Next course start
Inquire for more information See details
Delivery
Virtual Classroom
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Course description

Preparing for the AP Calculus AB Exam – Part 2: Integrals

Preparing for the AP Calculus AB exam requires a deep understanding of many different topics in calculus as well as an understanding of the AP exam and the types of questions it asks. This course is Part 1 of our XSeries: AP Calculus AB and it is designed to prepare you for the AP exam.

In Part 2, you will use and apply the meaning and interpretations of derivatives from Part 1 to the integral, antiderivatives and differential equations. You will learn some applications of integrals including finding volumes of solids and solids of revolution, volumes with known cross sections and applications to Velocity-Time graphs. We will close with an introduction to differential equations and see how they are used.

As you work through this course, you will find lecture videos taught by expert AP calculus teachers, practice multiple choice questions and free response questions that are similar to what you will encounter on the AP exam and tutorial videos that show you step-by-step how to solve problems. By the end of the course, you should be ready to take on the AP exam!

Upcoming start dates

1 start date available

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  • Virtual Classroom
  • Online
  • English

Who should attend?

Prerequisites

You should have successfully completed a high school or college level Pre-Calculus course prior to beginning this course.

Course delivery details

This course is offered through Rice University, a partner institute of EdX.

2-4 hours per week

Costs

  • Verified Track -$49
  • Audit Track - Free

Certification / Credits

What you'll learn

  • Integrals
  • Applications of Integrals
  • Differential Equations and Slope Fields
  • Preparation for the AP Calculus AB Exam

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