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18 Feb 2018
(5) Find the absolute maximum and minimum values of the function f(x) = ln(+2+1) on the interval f-1,1). (A) The minimum value is y = InΔ), and the maximum value is y = In 3. (B) The minimum value is y = In(1) = 0, and the maximum value is y = In 3. (C) The minimum value is y = ln (), and f has no maximum value. (D) f is not continuous on (-1,1], so it doesn't have a maximum and minimum. (E) None of the above.
(5) Find the absolute maximum and minimum values of the function f(x) = ln(+2+1) on the interval f-1,1). (A) The minimum value is y = InΔ), and the maximum value is y = In 3. (B) The minimum value is y = In(1) = 0, and the maximum value is y = In 3. (C) The minimum value is y = ln (), and f has no maximum value. (D) f is not continuous on (-1,1], so it doesn't have a maximum and minimum. (E) None of the above.
teacherrecoLv10
20 Apr 2022
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Jean KeelingLv2
19 Feb 2018
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