Mathematics
Mathematics, 23.06.2020 10:57, oomale

Suppose f '' is continuous on (βˆ’[infinity], [infinity]). (a) If f '(βˆ’5) = 0 and f ''(βˆ’5) = βˆ’1, what can you say about f ? At x = βˆ’5, f has a local maximum. At x = βˆ’5, f has a local minimum. At x = βˆ’5, f has neither a maximum nor a minimum. More information is needed to determine if f has a maximum or minimum at x = βˆ’5. (b) If f '(1) = 0 and f ''(1) = 0, what can you say about f ? At x = 1, f has a local maximum. At x = 1, f has a local minimum. At x = 1, f has neither a maximum nor a minimum. More information is needed to determine if f has a maximum or minimum at x = 1.

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Suppose f '' is continuous on (βˆ’[infinity], [infinity]). (a) If f '(βˆ’5) = 0 and f ''(βˆ’5) = βˆ’1, what...

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