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Video: .mp4 (1280x720, 30 fps(r)) | Audio: aac, 44100 Hz, 2ch | Size: 543 MB
Genre: eLearning Video | Duration: 47 lectures (2 hour, 45 mins) | Language: English
Review Integrals Through a Variety of Exercises
What you'll learn
Integration with Power Rule
Derivative Chain Rule
Finding the Maximum Value of a Function
Fundamental Theorem of Calculus
Integration of Improper Integrals
Variable Substitution in Integrals
Integration in Polar Coordinates
Requirements
Calculus I
Calculus II
Trigonometry
Algebra
Geometry
Description
This is a course for those who have already taken the following courses:
1. Trigonometry
2. Algebra
3. Calculus I
4. Calculus II
This is a problem solving course. It's not a teaching course where concepts are developed as if you were sitting in a first semester calculus class. Please be sure to note this carefully. In other words, you are already to have a pretty solid foundation in the fundamental concepts of calculus before taking this course. This course focuses on showing you how to solve a variety of integration questions of the type and difficulty that might be found in advanced placement level classes. In order to reflect the random name of questions on tests and the AP Calc. BC test, the questions are not arranged in any particular order. You should pause and try to solve each question before I solve it. Please note that I show you my solutions, which is not to say you cannot think of another one. The good thing about math is that sometimes there are multiple ways to the same answer. These are my own questions, but they are reflective of my experience teaching experience.
1. Using the power rule for integrals
2. Integrating with inverse functions
3. Using the fundamental theorem of calculus
4. Differentiating integrals
5. Using integrals to get velocity
6. Using integrals to get position
7. Integration of improper integrals.
Who this course is for
People studying for the AP Calculus BC Test
People who are interested in calculus
Course content
1 section * 47 lectures * 2h 45m total length
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