Calculus 1 Derivatives Of Math Functions Review Course
MP4 | Video: h264, 1280x720 | Audio: AAC, 44.1 KHz
Language: English | Size: 232.23 MB | Duration: 2h 24m
Differentiation of Polynomial, Rational, Radical, Exponential, Trigonometric and Logarithmic Functions.
What you'll learn
This course will help you to master your ability to find the derivative of a function.
Requirements
Students should know the basics of Algebra and Precalculus before taking this course.
Description
This calculus 1 derivatives course focuses on differentiating functions. It explains how to find the derivatives of functions that you will typically encounter in your first semester calculus. This course is for university students taking college calculus and high school students who are taking AP Calculus AB.Here is a list of topics:1. Derivatives of Constants - Examples Include Integers and special constants such as e and pi2. The Power Rule and Constant Multiple Rule - Variables Raised To a Constant3. Derivatives of Rational Functions - 4. Derivatives of Square Root and Radical Functions5. How to Differentiate Polynomial Functions Using The Sum and Difference Rule6. Derivatives of Trigonometric Functions - sin, cos, tan, sec, cot, csc7. Average Rate of Change vs Instantaneous Rate of Change8. Writing Equations of the Tangent Line9. Limit Definition of the Derivative Process10. Alternative Form of Limit Definition of Derivative 11. Derivatives of Exponential Functions - Constants Raised To a Variable12. Derivatives of Natural Log Functions - Ln x13. Differentiation of Logarithmic Functions14. The Product rule and Quotient Rule - Multiplication and Division15. The Chain Rule - Plenty of Examples - Differentiating functions within functions16. Implicit Differentiation - Derivatives of Expressions With Multiple Variables such as x and y17. Derivatives of Inverse Trigonometric Functions18. Logarithmic Differentiation19. Free Response Video Quiz
This course is for students who are currently taking calculus 1.
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Calculus 1 Derivatives Of Math Functions Review Course
