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Point of Inflection
Point of Inflection Inflection points can be defined as the points where a function has a change in its concavity. If second derivative of a function is positive, than it forms an upper concave, but if second derivative of a function is negative than it forms a down concave.
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Uploaded on July 4, 2012
Taken on July 4, 2012
Point of Inflection
Point of Inflection Inflection points can be defined as the points where a function has a change in its concavity. If second derivative of a function is positive, than it forms an upper concave, but if second derivative of a function is negative than it forms a down concave.
185
views
0
faves
0
comments
Uploaded on July 4, 2012
Taken on July 4, 2012