Instructional Video5:21
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Krista King Math

Power Rule for Derivatives

11th - Higher Ed
Find shortcuts to finding derivatives. The resource introduces the power rule for finding the derivatives of polynomial functions. The fourth video in a series of 31 starts by applying the rule to monomials and then shows how to combine...
Instructional Video7:49
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Krista King Math

Derivatives

11th - Higher Ed
Instantly find the rate of change at a point. The video presents an example illustrating how to find the rate of change at a point on a function. Using graphs, the presenter illustrates the method of approximating the slope of the...
Instructional Video5:39
3Blue1Brown

Higher Order Derivatives | Footnote, Essence of Calculus

11th - Higher Ed
Take the derivative. Then repeat. Scholars learn about higher order derivatives in the 10th video of an 11-part series. They see how the second derivative connects to physics concepts such as acceleration.
Instructional Video20:46
3Blue1Brown

Integration and the Fundamental Theorem of Calculus | Essence of Calculus, Chapter 8

11th - Higher Ed
Integrate a great resource into your lesson plans. The eighth video in an 11-part series explains integration and the relationship between derivatives and integrals. The relationship between a car's velocity and its travel distance...
Instructional Video18:27
3Blue1Brown

Limits | Essence of Calculus, Chapter 7

11th - Higher Ed
There's no limit on the importance of the limit in calculus. Scholars learn the formal definition of derivative and the epsilon-delta definition of limit by watching a video. They also listen to an explanation of l'Hospital's Rule.
Instructional Video13:50
3Blue1Brown

Derivatives of Exponentials | Essence of Calculus, Chapter 5

11th - Higher Ed
See why exponential functions are special. Viewers learn how the derivatives of exponential functions are proportional to their original functions. They see that e^x is a special case where the constant of proportionality is one. 
Instructional Video17:34
3Blue1Brown

Derivative Formulas Through Geometry | Essence of Calculus, Chapter 3

11th - Higher Ed
Geometry to the rescue. By watching a video, scholars see how geometric concepts help explain derivative formulas: areas of rectangles and volumes of rectangular prisms for the Power Rule and similarity and trig ratios for the Sine Rule.
Instructional Video15:34
3Blue1Brown

Implicit Differentiation, What's Going on Here? | Essence of Calculus, Chapter 6

11th - Higher Ed
Teach implicit differentiation explicitly. An engaging video explains implicit differentiation to viewers. It describes how small changes in x and y can be thought of as contributing to the derivative dy/dx. This is the sixth video in a...
Instructional Video15:56
3Blue1Brown

Visualizing the Chain Rule and Product Rule | Essence of Calculus, Chapter 4

11th - Higher Ed
Take a look at the product rule and chain rule through the eyes of geometry. The fourth video in an 11-part series continues to explore derivative rules using geometry. An area model and a set of number lines help viewers...
Instructional Video16:50
3Blue1Brown

The Paradox of the Derivative | Essence of Calculus, Chapter 2

11th - Higher Ed
It turns out that "instantaneous rate of change" isn't an accurate representation of the derivative. Viewers of the second video in a series of 11 learn about the concept of the derivative, from the limit of a difference quotient to the...
Instructional Video4:43
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Educator.com

Implicit Differentiation

11th - Higher Ed
Model for class members how to find both a first and second derivative of a trigonometric function with a video tutorial that works through a problem that uses the Quotient Rule to evaluate the derivative. The instructor shows the steps...
Instructional Video3:55
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Educator.com

Chain Rule

11th - Higher Ed
Class members learn how to evaluate derivatives of functions using the Chain Rule through a video that shows the steps of finding a derivative with the Chain Rule. The two examples include both a trigonometric and polynomial function.
Instructional Video47:27
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Educator.com

The Product, Power, and Quotient Rules

11th - Higher Ed
Teach the rules of finding derivatives using the video lesson. The instructor explains in detail the Product, Power, and Quotient Rules. He describes each rule and then illustrates several examples.
Instructional Video9:04
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Educator.com

Derivatives Example: f(x)=√x

11th - Higher Ed
Introduce your classes to the derivative formula using a video lesson. The instructor works through an example using the parent square root function. He then shows how to write the equation of the tangent line at a given x value.
Instructional Video12:22
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Educator.com

Limit of a Function

11th - Higher Ed
Explore the meaning of the limit of a function as it approaches a given value with a video that explains limits in reference to a derivative. The narrator then shows how to evaluate the limit of a function at a given integer value.
Instructional Video7:11
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Educator.com

Newton's Method and Inflection Point

11th - Higher Ed
The inflection point, the point where the second derivative is zero, is the focus of a video  that works through a problem where it is not obvious to see the roots of a function. The solution to the problem requires using...
Instructional Video4:18
Brightstorm

Computing Difference Quotients - Concept

9th - 12th
Taking precalculus will make finding tangents secant nature! Many people are confused by using difference quotients with limits in a derivative, and these videos help break it into smaller pieces. Leaving out the derivative and the...
Instructional Video2:03
Brightstorm

Definition of Antiderivatives - Concept

11th - Higher Ed
Antiderivatives means being against doing homework on derivatives, right? The first installment of a 12-part video series on antiderivatives and differential equations takes viewers through the definition of an antiderivative....
Instructional Video1:43
Brightstorm

Intervals of Increase and Decrease

11th - Higher Ed
How can you find the intervals that a function increases or decreases without using a graphing calculator? The first installment of a 13-part video series focuses on the applications of the derivative. Viewers first learn the connection...
Instructional Video2:15
Brightstorm

The Product Rule

11th - Higher Ed
You'd think that the derivative of a product of two functions would be the product of their derivatives, but that's not the case! Viewers learn the Product Rule for differentiation in the concept video in the first installment of a...
Instructional Video10:02
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Crash Course

Derivatives

9th - 12th
Physics and math are closely associated in the science community. High schoolers use information in the video to determine how derivatives and calculus help them understand our local environment. They complete problems that relate to...
Instructional Video4:54
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Virtual Nerd

How Was the Distance Formula Derived?

6th - 12th
Are you working on the distance formula? Derive the distance formula and help your learners by showing them the logic behind the distance formula. This practical video should help conceptual understanding and is appropriate for in-class...
Instructional Video8:40
Khan Academy

Naming Benzene Derivatives Introduction, Aromatic Compounds, Organic Chemistry

10th - Higher Ed
Familiarize your class with the benzene derivative compounds. Some Sal will recommend memorizing, while others are mainly presented as practice for naming.
Instructional Video4:35
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Educator.com

The Mean Value Theorem

11th - Higher Ed
AP Calculus students examine the procedure for determining if the Mean Value Theorem applies to a given function. with a video that discusses the requirements needed. The instructor approaches the problem from both a graphical...