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Suppose (1, 1) Is a Critical Point of a Function

question 71

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Suppose (1, 1) is a critical point of a function f with continuous second derivatives.In the case of Suppose (1, 1)  is a critical point of a function f with continuous second derivatives.In the case of   ,   ,   what can you say about f ? A) f has a saddle point at (1,1)  B) f has a local minimum at (1,1)  C) f has a local maximum at (1,1) , Suppose (1, 1)  is a critical point of a function f with continuous second derivatives.In the case of   ,   ,   what can you say about f ? A) f has a saddle point at (1,1)  B) f has a local minimum at (1,1)  C) f has a local maximum at (1,1) , Suppose (1, 1)  is a critical point of a function f with continuous second derivatives.In the case of   ,   ,   what can you say about f ? A) f has a saddle point at (1,1)  B) f has a local minimum at (1,1)  C) f has a local maximum at (1,1) what can you say about f ?


Definitions:

Materials Price Variance

The difference between the actual cost of materials and the expected cost multiplied by the quantity of materials used.

Unfavorable

A term used to describe a variance or difference that negatively impacts financial performance.

Labor Rate Variance

The difference between the expected cost of labor at standard rates and the actual cost of labor incurred.

Raw Materials Quantity Variance

The difference between the expected amount of raw materials required for production and the actual amount used, evaluated in terms of cost.

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