Find the absolute extreme values of the function on the interval.
-g(x) = - + 5x - 6, 2 $\le$ x $\le$ 3
A) absolute maximum is 1/4 at x = 7/2; absolute minimum is 0 at 3 and 0 at x = 2
B) absolute maximum is 5/4 at x = 7/2; absolute minimum is 0 at 3 and 0 at x = 2
C) absolute maximum is 49/4 at x = 5/2; absolute minimum is 0 at 3 and 0 at x = 2
D) absolute maximum is 1/4 at x = 5/2; absolute minimum is 0 at 3 and 0 at x = 2

Question

Find the absolute extreme values of the function on the interval.
-g(x) = -  + 5x - 6, 2 $\le$ x $\le$ 3
A) absolute maximum is 1/4 at x = 7/2; absolute minimum is 0 at 3 and 0 at x = 2 
B) absolute maximum is 5/4 at x = 7/2; absolute minimum is 0 at 3 and 0 at x = 2 
C) absolute maximum is 49/4 at x = 5/2; absolute minimum is 0 at 3 and 0 at x = 2 
D) absolute maximum is 1/4 at x = 5/2; absolute minimum is 0 at 3 and 0 at x = 2

Quizplus · Accepted Answer

The Answer of Find the absolute extreme values of the function on the interval.
-g(x) = -  + 5x - 6, 2 $\le$ x $\le$ 3
A) absolute maximum is 1/4 at x = 7/2; absolute minimum is 0 at 3 and 0 at x = 2 
B) absolute maximum is 5/4 at x = 7/2; absolute minimum is 0 at 3 and 0 at x = 2 
C) absolute maximum is 49/4 at x = 5/2; absolute minimum is 0 at 3 and 0 at x = 2 
D) absolute maximum is 1/4 at x = 5/2; absolute minimum is 0 at 3 and 0 at x = 2

Find the Absolute Extreme Values of the Function on the Interval