Checking differentiability - Maple Application Center
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Checking differentiability

Author
: Prof. Mike May
Engineering software solutions from Maplesoft
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We say a function in 2 variables is differentiable at a point if the graph near that point can be approximated by the tangent plane. A harder question is how to tell when a function given by a formula is differentiable. This worksheet looks at how to check if a function is differentiable at a point.

Application Details

Publish Date: August 02, 2001
Created In: Maple 6
Language: English

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