User Login
Forgot your password? Click Here.
Playlist
What are playlists? Click Here.



Is it true that there is an infinite number of antiderivatives for every derivative? Before answering that question, this program concentrates on three interrelated functions: position, velocity, and acceleration. Then, the mysterious nature of the general antiderivative is laid bare, revealing the indefinite integral—another name for the same thing. (24 minutes)



 
                

Item#: This title is currently not available.
Copyright date: ©1999




     


For additional digital leasing and purchase options
contact a media consultant at 800-257-5126 ext 3502 or sales@films.com.

Only available in the US and Canada.




Extrema and Max/Min Word Problems
View Video Clip
Behind every calculus problem, neatly packaged and ready to solve, is a word problem. But before coming to terms with word problems, this program examines local extrema and local maximums and minimums. Next, the first- and second-derivative tests for...(more details)
 
Definite Integrals and Riemann Sums
View Video Clip
How do definite and indefinite integrals differ? What do Riemann sums add up? And how far will "Cowpoke" chase his dream? This program tells all, beginning with a thorough examination of definite integrals and Riemann sums. Then, the piece de resista...(more details)
 
Continuity and Differentiability
View Video Clip
After Denim Dog, General Rule, and other experts wrap up the subjects of continuity and discontinuity, this program introduces the derivative. Practical examples of derivatives are provided, along with insights into the concepts of tangent lines and ...(more details)
 
Integration Techniques
View Video Clip
Is the opposite of integration disintegration? This program deftly dissolves any such misconceptions as it presents the four keys to successful integration: the Integration Formula for a Constant, the Power Rule, the Natural Logarithms Rule, and the ...(more details)
 
Higher Derivatives and the Chain Rule
View Video Clip
What do you get when you calculate the derivative of a derivative of a derivative? After taking the headaches out of understanding higher-order derivatives, this program zooms in on the Chain Rule, used alone and in combination with the Power Rule. E...(more details)
 


See additional titles in Mathematics & Statistics