if none exist. x - coordinate(s) of absolute maximum: x - coordinate(s) of absolute minimum: x…

if none exist. x - coordinate(s) of absolute maximum: x - coordinate(s) of absolute minimum: x - coordinate(s) of relative maxima: x - coordinate(s) of relative minima: submit answer next item

if none exist. x - coordinate(s) of absolute maximum: x - coordinate(s) of absolute minimum: x - coordinate(s) of relative maxima: x - coordinate(s) of relative minima: submit answer next item

Answer

Explanation:

Step1: Define absolute maximum

The absolute maximum is the highest - point on the entire graph. Here, the highest point occurs at (x = c6).

Step2: Define absolute minimum

The absolute minimum is the lowest - point on the entire graph. Here, the lowest point occurs at (x = c5).

Step3: Define relative maxima

Relative maxima are points where the function changes from increasing to decreasing. This occurs at (x = c4).

Step4: Define relative minima

Relative minima are points where the function changes from decreasing to increasing. This occurs at (x = c2) and (x = c5).

Answer:

x - coordinate(s) of absolute maximum: (c6) x - coordinate(s) of absolute minimum: (c5) x - coordinate(s) of relative maxima: (c4) x - coordinate(s) of relative minima: (c2, c5)