What’s all the BUZZ ABOUT Creative Commons, is an introduction and overview …
What’s all the BUZZ ABOUT Creative Commons, is an introduction and overview of the origins and uses of Creative Commons Licensing and Open Education Resources. This presentation thematically is centered around photographic and audio works of Bees resourced from the Commons.
The comparative choice of Bees is intended to liken the role which Creative Commons serves in today's contemporary legal and digital online ecosystems to the role which Bees serve in the natural world as pollinators.
This PPT Presentation presents Introduction to Creative Commons The Legal Foundations of Creative Commons Licensing Identifying & Defining CC Licenses Defining, Creating and Sharing OER-Open Educational Resources
This is a playlist of videos from the Creative Commons Global Summit …
This is a playlist of videos from the Creative Commons Global Summit 2023. Videos include sessions that were either pre-recorded or recorded live in Mexico City during 3–6 October 2023.
The Calculus BC AP exam is a super set of the AB …
The Calculus BC AP exam is a super set of the AB exam. It covers everything in AB as well as some of the more advanced topics in integration, sequences and function approximation. This tutorial is great practice for anyone looking to test their calculus mettle!
This series of videos focusing on calculus covers minima, maxima, and critical …
This series of videos focusing on calculus covers minima, maxima, and critical points, rates of change, optimization, rates of change, L'Hopital's Rule, mean value theorem.
This is about as many integrals we can use before our brains …
This is about as many integrals we can use before our brains explode. Now we can sum variable quantities in three-dimensions (what is the mass of a 3-D wacky object that has variable mass)!
This series of videos focusing on calculus covers indefinite integral as anti-derivative, …
This series of videos focusing on calculus covers indefinite integral as anti-derivative, definite integral as area under a curve, integration by parts, u-substitution, trig substitution.
Limits are the core tool that we build upon for calculus. Many …
Limits are the core tool that we build upon for calculus. Many times, a function can be undefined at a point, but we can think about what the function "approaches" as it gets closer and closer to that point (this is the "limit"). Other times, the function may be defined at a point, but it may approach a different limit. There are many, many times where the function value is the same as the limit at a point. Either way, this is a powerful tool as we start thinking about slope of a tangent line to a curve.
This tutorial covers much of the same material as the "Limits" tutorial, …
This tutorial covers much of the same material as the "Limits" tutorial, but does it with Sal's original "old school" videos. The sound, resolution or handwriting isn't as good, but some people find them more charming.
It is sometimes easier to take a double integral (a particular double …
It is sometimes easier to take a double integral (a particular double integral as we'll see) over a region and sometimes easier to take a line integral around the boundary. Green's theorem draws the connection between the two so we can go back and forth. This tutorial proves Green's theorem and then gives a few examples of using it. If you can take line integrals through vector fields, you're ready for Mr. Green.
With traditional integrals, our "path" was straight and linear (most of the …
With traditional integrals, our "path" was straight and linear (most of the time, we traversed the x-axis). Now we can explore taking integrals over any line or curve (called line integrals).
You've done some work with line integral with scalar functions and you …
You've done some work with line integral with scalar functions and you know something about parameterizing position-vector valued functions. In that case, welcome! You are now ready to explore a core tool math and physics: the line integral for vector fields. Need to know the work done as a mass is moved through a gravitational field. No sweat with line integrals.
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