Absolute maximum/minimum values from graphs ?Use the? ?following graphs to identify the points? (?if any?) ?on the interval? [?a. b?] ?at which the function has cm absolute maximum value or an absolute minimum value.

STEP_BY_STEP SOLUTION Step_1 When an output value of a function is a maximum or a minimum over the entire domain of the function, the value is called the absolute maximum or the absolute minimum. Let f be a function with domain D and let c be a fixed constant in D. Then the output value f(c) is the 1. Absolute maximum value of f on D if and only if f(x) f(c) , for all x in D. 2. Absolute minimum value of f on D if and only if f(c) f(x) , for all x in D. Step_2 The given graph is ; Now we need to verify the points , from the graph on the interval [a,b] at which the function has an absolute maximum value or an absolute minimum value. From the graph it is clear that the given function y = f(x) is continuous function on the given particular interval.Because the graph has no holes or...