Question

Consider the following graphs of functions

Consider the following graphs of functions 

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 Which of the graphs represent functions where using local linearization to approximate the value of the function near the identified point will always give

 an under estimate? There may be more than one correct answer.

 A. h(x)

 B.f(x)

 C. I(x)

 D. g(x)

 E. None of the above

 Which graph(s) has a global minimum somewhere on the graph shown? There may be more than one correct answer.

 A. f(x)

 B. I(x)

 OC. h(x)

 D. g(x)

 E. None of the above

 Which graph(s) has a local extrema somewhere on the graph shown? There may be more than one correct answer.

 A. h(x)

 B.f(x)

 C. g(x)

 D. I(x)

 E. None of the above


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