A patient needs dopamine at 15 mcg/min. The IV bag contains dopamine 5 mg mixed in 500 mL D5W. What should be the IV pump setting (mL/hr)?
- ((a))
180 mL/hr
- ((b))
19 mL/hr
- ((c))
90 mL/hr
- ((d))
9 mL/hr
Show Answer
90 mL/hr
Correct Answer: 90 mL/hr.
Rationale:
- The patient requires dopamine at 15 mcg/min, which must be converted and matched with the concentration available in the IV bag to calculate the correct infusion rate.
- First convert micrograms to milligrams since the solution is labeled in mg:
15 mcg/min = 0.015 mg/min
- Convert dose per minute to dose per hour:
0.015 mg × 60 min = 0.9 mg/hr
- Determine concentration of the IV solution:
5 mg dopamine / 500 mL = 0.01 mg/mL
- Calculate infusion rate using the formula:
Required dose (mg/hr) ÷ Concentration (mg/mL) = mL/hr
0.9 mg/hr ÷ 0.01 mg/mL = 90 mL/hr
- Therefore, setting the IV pump to 90 mL/hr will deliver the correct dopamine dose of 15 mcg/min.
Explanation of Other Options:
180 mL/hr
- Rationale: This rate would double the required dose, resulting in excessive dopamine administration and risking tachycardia, arrhythmias, or hypertension.
19 mL/hr
- Rationale: This value delivers far below the prescribed dose, causing inadequate perfusion and poor hemodynamic response.
9 mL/hr
- Rationale: This setting provides only 10% of the required dose, which would offer no therapeutic effect in shock management.
Conclusion:
- To safely deliver dopamine at 15 mcg/min from a solution of 5 mg in 500 mL D5W, the correct IV pump setting is 90 mL/hr. Accurate calculation ensures effective support of cardiac output while preventing medication overdose or underdose.





