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Suppose we have the function

For each function choose the most appropriate strategy/rule for determining the derivative  1) For  you would use [1]. 2) For

The table below lists possible steps in an approach to a calculus problem.   A) Determine critical values. B) Determine the second derivative. C) Set the second derivative equal to zero. D) Choose test points for intervals determined by critical numbers and test in the original function E) Choose test points for intervals determined by critical numbers and test in the first derivative F) Where derivative goes from negative to positive is a relative minimum, where the derivative goes from positive to negative there is a relative maximum. G) Where derivative goes from negative to positive is a relative maximum, where the derivative goes from positive to negative there is a relative minimum. If using the First Derivative Test 1) The first step would be [1] from the possibilities A through G listed above. 2) The second step would be [2] from the possibilities A through G listed above. 3) The third step would be [3] from the possibilities A through G listed above.

**Partial Credit Problem**  (4 points total) Determine the derivative of 

Match the functions from Z -> Z+ with its properties.

Order:  Infuse 1 L NSS with 12.5 mEq KCl over 10 hours Available:  1 L NSS                   Vial KCl (20 mEq/10 ml)   What volume of KCl should be added to the NSS?

Order:  Infuse Drug A  6 mcg/kg * hr Available:  Drug A 12.5 mg/250 mL Patient weight:  220 lbs. At what rate should the nurse set the infusion pump?    

Order:  250 mg calcium gluconate IV over 5 minutes Available:  0.100 g/ml calcium gluconate   How many milliliters should be administered?

Order:  infuse epinephrine 1.5 mcg/min Available:  2 mg epinephrine in 500 ml normal saline At what rate should the nurse set the infusion pump?

Order:  morphine 8 mg IV  4 X per day Available:  ampule containing 10 mg/ml morphine   What volume of drug should be administered PER DOSE?