This question is designed to be answered without a calculator. Let ftx) = i2. What conclusion can be made about the maximum and minimum values of function f on the interval X [5, 5] using the extreme value theorem? 0 There is no maximum value on the interval, so the extreme value theorem does not apply. " The function is not continuous on the interval, so the extreme value theorem does not apply. " The interval is closed, so the extreme value theorem guarantees a maximum and minimum value on the interval. ' There is a minimum value on the interval, so the extreme value theorem guarantees a maximum value on the interval