Choose the correct conclusion. 2. If f (x) is not continuous on [0, 1], then (a) f
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2. If f (x) is not continuous on [0, 1], then
(a) f (x) has no extreme values on [0, 1].
(b) f (x) might not have any extreme values on [0, 1].
3. If f (x) is continuous but has no critical points in [0, 1], then
(a) f (x) has no min or max on [0, 1].
(b) Either f (0) or f (1) is the minimum value on [0, 1].
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2 The correct response is b f x might not have any extreme values on 0 1 Although 0 1 is cl...View the full answer
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