Critical Points and Point of Inflection ~ SCC Education

Tuesday, 1 March 2016

Critical Points and Point of Inflection

Author: scceducation | March 01, 2016 | No Comments |

Critical Points and Point of Inflection

Slope of the Tangent Line

•f ’(a) is the slope of the tangent line to the graph of f at x = a.

This tangent slope interpretation of f has several useful geometric implications.

The values of the derivative enables us to detect when a function is increasing or decreasing.

Critical Points ,Point of Inflection , Slope of the Tangent Line

Critical Points ,Point of Inflection , Slope of the Tangent Line,

Critical Points ,Point of Inflection , Slope of the Tangent Line

Critical Points ,Point of Inflection , Slope of the Tangent Line

Critical Points ,Point of Inflection , Slope of the Tangent Line

Critical Points ,Point of Inflection , Slope of the Tangent Line

Critical Points ,Point of Inflection , Slope of the Tangent Line

Critical Points ,Point of Inflection , Slope of the Tangent Line

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Critical Points ,Point of Inflection , Slope of the Tangent Line

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