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Find the Absolute Extreme Values of the Function on the Interval

Question 24

Multiple Choice

Find the absolute extreme values of the function on the interval.
-f(x) = ln(x + 2) +  Find the absolute extreme values of the function on the interval. -f(x)  = ln(x + 2)  +   , 1  \le  x  \le  5 A)  absolute minimum value is ln 4 + 1/2 at x = 2; absolute maximum value is ln 3 + 1 at x = 1 B)  absolute minimum value is ln 4 + 1/2 at x = 2; absolute maximum value is ln 7 + 1/5 at x = 5 C)  absolute minimum value is ln 3 + 1 at x = 1; absolute maximum value is ln 7 + 1/5 at x = 5 D)  absolute minimum value is -1 at x = -1; absolute maximum value is ln 7 + 1/5 at x = 5 , 1 \le x \le 5


A) absolute minimum value is ln 4 + 1/2 at x = 2; absolute maximum value is ln 3 + 1 at x = 1
B) absolute minimum value is ln 4 + 1/2 at x = 2; absolute maximum value is ln 7 + 1/5 at x = 5
C) absolute minimum value is ln 3 + 1 at x = 1; absolute maximum value is ln 7 + 1/5 at x = 5
D) absolute minimum value is -1 at x = -1; absolute maximum value is ln 7 + 1/5 at x = 5

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