Question

4. True or False. Write true or false in the blanks.

a, A continuous function over a closed interval will achieve exactly one local maximum on that interval ______________

b. If f(x) and g(x) both have a local maximum at x=a then (f\times g)(x) has either a local maximum or a local minimum at x=a. ___________

c. If f(x) > 0 for all x and if a > b, then f'(a)>f'(b). _____________

d. If f(c is undefined, and if f()f is continuous at x=c, then fhas a local extrema at x=c. ________

e. If f(-x) =-f(x) and fis differentiable for all x \epsilon \mathbb{R} , then f(-r)f(x) for all x \epsilon \mathbb{R} .__________


f(x) > 0

f(c
f()f

f(-x) =-f(x)


f(-r)f(x)
0 0
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Answer #1

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