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Resource Details for Record #194

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1. Information About Submitter
Your Role: Author
Name: Michael Freeze
E-mail Address: freezem@uncw.edu
Mailing Address: 601 South College Rd.
City, State, Zip: Wilmington,  NC  28403

2. Other Roles

3. Resource You are Submitting
Title of Resource:   Limits and Derivatives: The Derivative as a Function
URL of Resource:   http://dl.uncw.edu/digilib/mathematics/calculus/differentiation/freeze/DerivativeAsFunction.html
Description of Resource:
Sketch the graph of the derivative of a geometrically represented function;Explain the correspondence between the sign of the derivative on an interval and the monotonicity of the function on that interval. Classify the basic ways in which a function may fail to be differentiable.
Taxonomy Path:
Taxonomy 1:    Mathematics/Single Variable Calculus/Differentiation
Keywords:    
cusp , differentiable on an open interval , differentiation operator , Leibniz notation , nondifferentiable , vertical tangent line

4. Technical Information and Requirements for this Resource
Resource Format 1:
Mediatype: Math Application
Datatype: .mws(application/maple)
Resource Format 2:
Mediatype: Web Page
Datatype: .htm(text/html)

5. General Information About the Resource You are Submitting
Difficulty:    Medium    Interactivity Level of this Resource:    Low   
Language of Resource:   English    Intended Role of Primary End User:   Learner
Intended Use of Learning Resource:
    Lesson
Is there a cost for using this resource?   No Are there copyright restrictions?   Yes
Copyright free for non-commercial use. For commercial use, contact the author.

6. Resource Relationships

This resource is:
Part Of:    http://dl.uncw.edu/digilib/mathematics/calculus/freeze/index.html

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Last modified: August 10, 2010
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