Place the following steps in order when finding absolute extrema on a closed interval.Group of answer choicesFirst:[ Choose ]The largest function value from step 4 is the absolute max, the smallest function value from step 4 is the absolute min.Evaluate the original function at each critical number and each endpoint of the closed interval.Ignore critical numbers that aren't in the closed interval.Find the critical numbers by setting f '(x)=0.Evaluate the derivative at each critical number and at each endpoint of the closed interval.Take the derivative of the function.Find the critical numbers by setting f(x)=0.Second:[ Choose ]The largest function value from step 4 is the absolute max, the smallest function value from step 4 is the absolute min.Evaluate the original function at each critical number and each endpoint of the closed interval.Ignore critical numbers that aren't in the closed interval.Find the critical numbers by setting f '(x)=0.Evaluate the derivative at each critical number and at each endpoint of the closed interval.Take the derivative of the function.Find the critical numbers by setting f(x)=0.Third:[ Choose ]The largest function value from step 4 is the absolute max, the smallest function value from step 4 is the absolute min.Evaluate the original function at each critical number and each endpoint of the closed interval.Ignore critical numbers that aren't in the closed interval.Find the critical numbers by setting f '(x)=0.Evaluate the derivative at each critical number and at each endpoint of the closed interval.Take the derivative of the function.Find the critical numbers by setting f(x)=0.Fourth:[ Choose ]The largest function value from step 4 is the absolute max, the smallest function value from step 4 is the absolute min.Evaluate the original function at each critical number and each endpoint of the closed interval.Ignore critical numbers that aren't in the closed interval.Find the critical numbers by setting f '(x)=0.Evaluate the derivative at each critical number and at each endpoint of the closed interval.Take the derivative of the function.Find the critical numbers by setting f(x)=0.Fifth:[ Choose ]The largest function value from step 4 is the absolute max, the smallest function value from step 4 is the absolute min.Evaluate the original function at each critical number and each endpoint of the closed interval.Ignore critical numbers that aren't in the closed interval.Find the critical numbers by setting f '(x)=0.Evaluate the derivative at each critical number and at each endpoint of the closed interval.Take the derivative of the function.Find the critical numbers by setting f(x)=0.