Position, velocity, and an introduction to antiderivatives / Goldhil Video (Firm).
PN1997
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Details
Title
Position, velocity, and an introduction to antiderivatives / Goldhil Video (Firm).
Imprint
New York, N.Y. : Films Media Group, [2007], ©1999.
Language
English
Description
1 streaming video file (24 min.) : sound, color, digital file.
Call Number
PN1997
Distributor No.
10159 Films Media Group
10151s Films Media Group
10151s Films Media Group
System Control No.
(OCoLC)707969322
Summary
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.
Note
Films on Demand is distributed by Films Media Group for Films for the Humanities & Sciences, Cambridge Educational, Meridian Education, and Shopware.
Encoded with permission for digital streaming by Films Media Group on Feb. 17, 2007.
Title from distributor's description.
Encoded with permission for digital streaming by Films Media Group on Feb. 17, 2007.
Title from distributor's description.
Formatted Contents Note
Derivatives and Distance, Motion, Velocity, and Acceleration (5:26)
Word Problem: Velocity and Acceleration (4:54)
Word Problem: Position Function (2:15)
The Definition of the Antiderivative (7:09)
Review of Position, Velocity and Antiderivatives (1:16).
Word Problem: Velocity and Acceleration (4:54)
Word Problem: Position Function (2:15)
The Definition of the Antiderivative (7:09)
Review of Position, Velocity and Antiderivatives (1:16).
Access Note
Access requires authentication through Films on Demand.
Audience
11 & up.
System Details Note
System requirements: FOD playback platform.
Mode of access: Internet.
Mode of access: Internet.
Added Corporate Author
Series
Standard deviants core curriculum. Calculus.
Available in Other Form
Originally produced: Goldhil Video (Firm), 1999
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