Exam 20: IV Medication and Titration Calculations
Exam 1: Relative Value, Addition and Subtraction of Decimals25 Questions
Exam 2: Multiplication and Division of Decimals25 Questions
Exam 3: Solving Common Fraction Equations25 Questions
Exam 4: Metric International Si System25 Questions
Exam 5: Unit, Percentage, Milliequivalent, Ratio, and Household Measures25 Questions
Exam 6: Oral Medication Labels and Dosage Calculation25 Questions
Exam 7: Safe Medication Administration25 Questions
Exam 8: Hypodermic Syringe Measurement25 Questions
Exam 9: Parenteral Medication Labels and Dosage Calculation25 Questions
Exam 10: Reconstitution of Powdered Drugs25 Questions
Exam 11: Measuring Insulin Dosages25 Questions
Exam 12: Ratio and Proportion25 Questions
Exam 13: Dimensional Analysisunits Conversion25 Questions
Exam 14: Formula Method25 Questions
Exam 15: Adult and Pediatric Dosages Based on Body Weight25 Questions
Exam 16: Adult and Pediatric Dosages Based on Body Surface Area25 Questions
Exam 17: Introduction to Iv Therapy25 Questions
Exam 18: Iv Flow Rate Calculation25 Questions
Exam 19: Calculating Iv Infusion and Completion Times25 Questions
Exam 20: IV Medication and Titration Calculations25 Questions
Exam 21: Heparin Infusion Calculations25 Questions
Exam 22: Pediatric Oral and Parenteral Medications25 Questions
Exam 23: Pediatric Intravenous Medications35 Questions
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The infusion is running at 14 mL/hr. The solution strength is 150 mg in 100 mL. Calculate the dose currently infusing in mcg/min to the nearest whole number.
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Correct Answer:
350 mcg/min
A solution of 100 mg in 500 mL is ordered to infuse at 0.9 mcg/kg/min for a patient weighing 74.3 kg. Calculate dosage (in mcg/min) to the nearest tenth and flow rate (in mL/hr) to the nearest whole number.
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Correct Answer:
66.9 mcg/min; 20 mL/hr
0.9 mcg/kg/min × 74.3 kg = 66.87 = 66.9 mcg/min
66.9 mcg/min × 60 min = 4014 mcg/hr
4014 mcg/hr ÷ 1000 mcg/mg = 4.01 = 4 mg/hr
The order is to titrate a solution of 250 mg in 250 mL at 15-18 mcg/kg/min. The patient weighs 59 kg. Calculate the dosage range in mcg/min and flow rate range in mL/hr.
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Correct Answer:
885-1062 mcg/min; 53-64 mL/hr
15 mcg/kg/min × 59 kg = 885 mcg/min
18 mcg/kg/min × 59 kg = 1062 mcg/min
The dosage range is 885-1062 mcg/min.
885 mcg/min × 60 min/hr = 153,100 mcg/hr
53,100 mcg/hr ÷ 1000 mcg/mg = 53.1 mg/hr
1062 mcg/min × 60 min/hr = 63,720 mcg/hr
63,720 mcg/hr ÷ 1000 mcg/mg = 63.72 = 63.7 mg/hr
The flow rate range is 53-64 mL/hr.
An adult whose weight is 106.2 kg is to receive a dosage of 3-6 mg/kg/hr. The solution strength is 1 g in 500 mL. Calculate dosage range in mg/hr and flow rate range in mL/hr.
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An infusion of 300 mg/250 mL is infusing at a rate of 38 mL/hr. Calculate the dose currently infusing in mcg/min to the nearest whole number.
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An adult weighing 64 kg has an infusion ordered at 6 mcg/kg/min. The solution strength is 600 mg/500 mL. Calculate dosage (in mcg/min) to the nearest tenth and flow rate (in mL/hr) to the nearest whole number.
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The order is to titrate 0.6-0.8 mg/kg/hr for a client weighing 91.3 kg. The solution strength is 1000 mg in 1 L. Calculate dosage range in mg/hr and flow rate range in mL/hr.
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A 7 mcg/kg/min dosage is ordered for an adult weighing 81.3 kg. The solution available is 400 mg in 250 mL. Calculate dosage (in mcg/min) to the nearest tenth and flow rate (in mL/hr) to the nearest whole number.
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A solution of 100 mg/250 mL is infusing at 25 mL/hr. Calculate the dose currently infusing in mcg/min to the nearest whole number.
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A 4 g in 500 mL dosage is to infuse at 2 mg/min. Calculate the flow rate in mL/hr.
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An infusion is running at 3 mL/hr. The solution strength is 1 g in 500 mL. Calculate the dose currently infusing in mcg/min to the nearest whole number.
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A 35 mg/hr dosage is ordered and a 250 mg in 250 mL solution is available. Calculate the flow rate in mL/hr.
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A 14 mcg/min dosage using a 10 mg in 250 mL solution is ordered. Calculate the flow rate in mL/hr.
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The order is to infuse 90 mcg/kg/min to a patient weighing 81.7 kg. The solution strength is 3 g in 250 mL. Calculate dosage (in mcg/min) to the nearest tenth and flow rate (in mL/hr) to the nearest whole number.
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An adult weighing 71.8 kg has an order to titrate between 3.5 and 6 mg/kg/hr. The solution available contains 500 mg in 250 mL. Calculate dosage range in mg/hr and flow rate range in mL/hr.
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A patient weighs 53.1 kg. The order is to infuse 2 mcg/kg/min of a solution whose strength is 250 mg in 250 mL. Calculate dosage (in mcg/min) to the nearest tenth and flow rate (in mL/hr) to the nearest whole number.
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A solution of 600 mg/500 mL is infusing at 60 mL/hr. Calculate the dose currently infusing in mcg/min to the nearest whole number.
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An adult who weighs 90.7 kg has orders for 6-9 mcg/kg/min. The solution contains 800 mg in 500 mL. Calculate the dosage range in mcg/min and flow rate range in mL/hr.
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Infuse 8 mg/min from a 500 mg/250 mL solution. Calculate the flow rate in mL/hr.
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A drug has been ordered for an adult weighing 68.6 kg to titrate at 8-12 mcg/kg/min. The solution available is 500 mg in 250 mL. Calculate the dosage range in mcg/min and flow rate range in mL/hr.
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