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AP Test Prep16:14
1
1
Flipped Math

Calculus AB/BC - Finding Antiderivatives and Indefinite Integrals: Basic Rules and Notation

10th - 12th
Calculus classes definitely need to learn about indefinite integrals. Individuals watch an informative video to learn the antiderivative rules for exponential, logarithmic, trigonometric, and inverse trigonometric functions. To solidify...
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Instructional Video10:02
Curated OER

Probability Density Functions

7th - 11th
Beat the weatherman at his own game with this probability video! Sal shows students how to use probability density functions to predict random occurrences (such as rain). Probability problems - and inclement weather - are no match for...
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Instructional Video3:23
1
1
Educator.com

Volumes: Solids That are Not Solid of Revolution

11th - Higher Ed
Viewers learn how to calculate the volume when the cross section is not a circle by using the same principle as if it was a circle. The video goes through an example of finding the volume of a figure where the cross sections are squares...
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Instructional Video5:59
1
1
Educator.com

Volumes by Cylindrical Shells

11th - Higher Ed
Shells sometimes work better than washers. The AP Calculus video presents an example of finding the volume of a rotational solid by using the shell method. The method uses the integral of the lateral surface area of a cylinder as opposed...
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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. It uses a...
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AP Test Prep1:38
1
1
Flipped Math

Calculus AB/BC - Selecting Techniques for Antidifferentiation

10th - 12th
Here's the antidote to ignorance on antiderivatives. Pupils try a set of problems that require finding the antiderivative. They choose from different techniques they already know to determine the indefinite integral or the definite...
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Instructional Video16:11
1
1
Educator.com

Finding The Area Under a Curve Using Rectangles

11th - Higher Ed
Here's an AP Calculus video that provides a discussion on determining an approximate for the area under a curve by calculating the sum of areas of rectangles that is smaller than the area and by finding the sum of areas of rectangles...
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AP Test Prep11:54
1
1
Flipped Math

Calculus AB/BC - The Fundamental Theorem of Calculus and Accumulation Functions

10th - 12th
Connect integrals with differentiation. The beginning of the video introduces the definition of an accumulation function. Scholars learn about the relationship between integrals and derivatives. Using what is commonly known as Part Two...
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Instructional Video7:43
Domain of Science

Calculus, What Is It Good For?

11th - Higher Ed
Explore the meaning of differentiation and integration. A video lesson describes in detail what differentiating and integrating an equation means using the momentum and kinetic energy formulas. Progressing from a linear to a quadratic...
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Instructional Video4:27
1
1
Educator.com

Average Value of a Function

11th - Higher Ed
Viewers learn how to find the average of a variable density with a video made for AP Calculus. The presenter applies the formula to find the average value of a function with an example that provides a density function for a rod. The...
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Instructional Video7:38
1
1
Educator.com

Volumes by Washers

11th - Higher Ed
Here's an AP Calculus resource that works an example problem of finding the volume where the cross sections of a solid are washer shaped. In the example the axis of rotation is vertical, creating horizontal washers.
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Instructional Video17:40
TED-Ed

True Success

9th - 12th Standards
Legendary coach John Wooden explains his philosophy of success and how he came to define and understand this term over time. A multiple choice quiz with short answer reflections is accompanied by a link to Wooden's website and famous...
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Instructional Video8:18
1
1
Educator.com

Areas Between Curves

11th - Higher Ed
There are times that it is necessary to add areas to find the area between the curves. The video for AP Calculus presents how to find the area between curves by subtracting the area under the lower curve from the area under the upper...
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Instructional Video7:42
Be Smart

The Science of BBQ!!!

6th - 12th Standards
Ready for a lesson on the wonders of cooking? Young scientists view the short video segment and explore the science of temperature changes on physical and chemical properties in food as the cooking process transforms raw ingredients into...
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Instructional Video17:05
3Blue1Brown

Essence of Calculus, Chapter 1

11th - Higher Ed
Dive into the essence of calculus. The first installment of an 11-part playlist introduces the video series by looking at the area of a circle and the area under curves. The narrator explains how to look at calculus as taking a hard...
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Instructional Video8:59
The Great War

The Sky Was The Limit - Aviation in World War 1

9th - Higher Ed Standards
Is the sky the limit? Advances in aviation during World War I brought the limit much closer than before. Countries around the world were affected by flight in the Great War, including adapting by changing tactical locations and patterns.
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Instructional Video11:52
Crash Course

Educational Technology: Crash Course Computer Science #39

9th - Higher Ed
Every minute, users upload 400 hours of video to YouTube, which is how the resource became available. From MOOCs to AI driven intelligent tutoring systems, an engaging video explains how technology has changed the world of education. It...
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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...
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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.
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Instructional Video10:49
Smithsonian Institution

That’s so Meta(cognitive)!

K - Higher Ed
Explicitly teaching metacognition strategies to pupils sometimes affects their learning potential. A PD video lesson from the Good Thinking series explores the concept and offers strategies for teachers to incorporate in their...