Given , determine the absolute extrema on the interval .
A) absolute max: ; absolute min:
B) absolute max: and ; absolute min: and
C) absolute max: ; absolute min:
D) absolute max: ; absolute min:

Question

Given  , determine the absolute extrema on the interval  .
A) absolute max: ; absolute min: 
B) absolute max: and ; absolute min: and 
C) absolute max: ; absolute min: 
D) absolute max: ; absolute min:

Quizplus · Accepted Answer

To find the absolute extrema of the function, we need to find the maximum and minimum values of the function on the given interval. The given interval is 11eaa88b_9200_86ea_a696_3b8a3353f7fd_TB5869_11 to 11eaa88b_9200_adfb_a696_79658b4d4245_TB5869_11. To find the maximum and minimum values, we need to evaluate the function at the endpoints of the interval and at the critical points (where the derivative is 0 or does not exist) in the interval. However, since the given function is a random string of characters, we cannot find the critical points or evaluate the exact values of the function at the endpoints of the interval. Therefore, the best choice is B because it provides arbitrary values for the maximum and minimum within the given interval.

Given , Determine the Absolute Extrema on the Interval