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Show That the Function Has No Relative Extrema on

question 115

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Show that the function Show that the function   has no relative extrema on   . ​ A)  The function has no relative extrema by definition of the derivation. B)  The derivation of the function   is   . At every point the derivative exists and does not equal to 0. So by definition the function has no relative extrema on this interval. C)  The function has no relative extrema because   does not equal to 0 at any point. has no relative extrema on Show that the function   has no relative extrema on   . ​ A)  The function has no relative extrema by definition of the derivation. B)  The derivation of the function   is   . At every point the derivative exists and does not equal to 0. So by definition the function has no relative extrema on this interval. C)  The function has no relative extrema because   does not equal to 0 at any point. . ​


Definitions:

Modalities

Refers to the various methods, forms, or procedures available for accomplishing a task or function, often used in contexts such as transportation, therapy, and communication.

Responsive Transportation

Transportation methods that are flexible and adaptable to quickly respond to changing supply chain needs.

Sourcing Decision

The process of determining where and how a company will procure the necessary goods or services to conduct its business.

Traditional Inventory

A conventional method of inventory management where stocks are maintained to meet demand without considering just-in-time strategies.

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