Rolle's Theorem Examples | Calculus - JK Math

Описание: Example Problems for Using Rolle's Theorem (Calculus)

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In this video we look at examples of determining if Rolle’s Theorem can be applied to various functions. If it can be applied, we use it to determine values of c on the function, given an interval, where the derivative is 0. If it cannot be applied, we determine why that is the case.

This course is designed to help students understand the concepts of calculus at a grounded level. No long, boring, and unnecessary explanations, just what you need to know at a reasonable and digestible pace, with each lesson under 20 minutes!

Calculus requires a solid understanding of precalculus and algebra concepts and techniques including factoring, equation manipulation, trigonometric equations, logarithms, finding slope, graphing, and many more. If you are not familiar with these prerequisite topics, be sure to learn them first!

Video Chapters:
0:00 Example 1 - f(x) = x^2+x-12 on [-4,3]
3:29 Example 2 - g(x) = x^4-x^2 on [-1,1]
8:01 Example 3 - f(x) = 4 - abs(x-4) on [0,8]
10:29 Example 4 - h(x) = x^(2/3)+1 on [-8,8]
13:24 Example 5 - f(x) = sin(x) on [0, pi]
16:17 Example 6 - f(x) - (x^2-4)/(x-1) on [0,4]


📝 Lesson Video For These Examples:    • Rolle's Theorem | Calculus Lesson 20 - JK ...  

⏩ Next Lesson:    • The Mean Value Theorem | Calculus Lesson 2...  

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#calculus

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