me Value Theorem, which of the following is true?   A) f(x) achieves a maximum f(c) and minimumf(d) for some c and d in [-1,2) B) f(x) achieves a maximum f(c) for some c in [-1,2), but not a minimum C) f(x) achieves a minimum f(c) for some c in [-1,2), but not a maximum D)  f(x) does not achieve a ma

Calculus: Early Transcendentals
8th Edition
ISBN:9781285741550
Author:James Stewart
Publisher:James Stewart
Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
Question

Consider the function f(X) = 2? on the interval [-1, 2). Taking into account the Extreme Value Theorem, which of the following is true?

 

A) f(x) achieves a maximum f(c) and minimumf(d) for some c and d in [-1,2)

B) f(x) achieves a maximum f(c) for some c in [-1,2), but not a minimum

C) f(x) achieves a minimum f(c) for some c in [-1,2), but not a maximum

D)  f(x) does not achieve a maximum or a minimum value on this interval

4:48
Take Quiz
*Not from lecture, do this yourself!*
Consider the function f(x) = x² on the
interval [-1, 2)
5GW
Taking into account the Extreme Value
Theorem, which of the following is true?
O f(x) achieves a maximum f(c) and minimum
f(d) for some c and d in [-1,2)
O f(x) achieves a maximum f(c) for some c in
[-1,2), but not a minimum
f(x) achieves a minimum f(c) for some c in
[-1,2), but not a maximum
O f(x) does not achieve a maximum or a
minimum value on this interval
Question 2
1 pts
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Transcribed Image Text:4:48 Take Quiz *Not from lecture, do this yourself!* Consider the function f(x) = x² on the interval [-1, 2) 5GW Taking into account the Extreme Value Theorem, which of the following is true? O f(x) achieves a maximum f(c) and minimum f(d) for some c and d in [-1,2) O f(x) achieves a maximum f(c) for some c in [-1,2), but not a minimum f(x) achieves a minimum f(c) for some c in [-1,2), but not a maximum O f(x) does not achieve a maximum or a minimum value on this interval Question 2 1 pts Exit
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