RxMath Lab › IV Infusion & Drip Rate Practice Problems

IV Infusion & Drip Rate Practice Problems

Unlimited practice problems with step-by-step worked solutions. It is free and it needs no sign-up.

IV rate problems come in two flavors: gravity drip rates in drops per minute, and pump rates in mL/hr for weight-based infusions. Drip rate uses the tubing's drop factor; weight-based infusions follow a fixed three-step chain from concentration to dose to pump rate.

Formulasdrops/min = (volume × drops per mL) ÷ time in minutesmL/hr: bag concentration (mcg/mL) → dose (mcg/min) → × 60 → ÷ concentration
Worked example

Infuse 1,000 mL over 8 hours with a set that gives 15 drops/mL. (1,000 × 15) ÷ (8 × 60) = 15,000 ÷ 480 = 31.25 → 31 drops/min.

Always round drops to a whole number, and round pump rates exactly as the question instructs.

Streak 0
Correct 0/0
IV Drip Rate
An order calls for 750 mL of NS over 12 hours with a set that delivers 60 drops/mL. What is the flow rate in drops per minute? Round your answer to the nearest whole number.
drops/min

Every problem has its own link. Hit Copy link to send a classmate this exact question, or to keep it for later.

10 IV Infusion & Drip Rate practice problems with worked solutions

Every problem below is worked start to finish. Try it yourself first, then check the steps. For a fresh problem every time, use the practice box above. It generates unlimited variations of these same question types.

Problem 1: IV Drip Rate

An order calls for 200 mL of NS over 3 hours with a set that delivers 60 drops/mL. What is the flow rate in drops per minute? Round your answer to the nearest whole number.

Answer 67 drops/min

Solution
  1. Minutes: 3 hr × 60 min/hr = 180 min.
  2. Total drops: 200 mL × 60 drops/mL = 12000 drops.
  3. 12000 drops ÷ 180 min ≈ 66.6767 drops/min.
  4. Rounded as the question asks: 67 drops/min.

Work in whole drops and whole minutes rather than a decimal mL/min. Carrying a rounded mL/min into the next line is how a correct method produces a wrong number. Drops (gtt) are always whole; you can't give a partial drop.

Problem 2: IV Rate (mL/hr)

Nitroglycerin 100 mg in 250 mL D5W is ordered at 100 mcg/min. What rate in mL/hr should the pump be set at? Round your answer to one decimal place.

Answer 15.0 mL/hr

Solution
  1. Concentration: 100 mg × 1,000 mcg/mg ÷ 250 mL = 400 mcg/mL.
  2. Dose rate is not weight-based: 100 mcg/min.
  3. Per hour: 100 mcg/min × 60 min/hr = 6000 mcg/hr.
  4. Pump rate: 6000 mcg/hr ÷ 400 mcg/mL = 15 mL/hr.
  5. Rounded as the question asks: 15.0 mL/hr.

The three-step chain (concentration → mcg/min → mL/hr) never changes; only the numbers do. Weight only enters when the order is written per kg. Norepinephrine and nitroglycerin are commonly ordered as a flat mcg/min.

Problem 3: IV Drip Rate

An order calls for 750 mL of NS over 18 hours with a set that delivers 15 drops/mL. What is the flow rate in drops per minute? Round your answer to the nearest whole number.

Answer 10 drops/min

Solution
  1. Minutes: 18 hr × 60 min/hr = 1080 min.
  2. Total drops: 750 mL × 15 drops/mL = 11250 drops.
  3. 11250 drops ÷ 1080 min ≈ 10.4210 drops/min.
  4. Rounded as the question asks: 10 drops/min.

Work in whole drops and whole minutes rather than a decimal mL/min. Carrying a rounded mL/min into the next line is how a correct method produces a wrong number. Drops (gtt) are always whole; you can't give a partial drop.

Problem 4: IV Rate (mL/hr)

Norepinephrine 8 mg in 250 mL D5W is ordered at 6 mcg/min. What rate in mL/hr should the pump be set at? Round your answer to one decimal place.

Answer 11.3 mL/hr

Solution
  1. Concentration: 8 mg × 1,000 mcg/mg ÷ 250 mL = 32 mcg/mL.
  2. Dose rate is not weight-based: 6 mcg/min.
  3. Per hour: 6 mcg/min × 60 min/hr = 360 mcg/hr.
  4. Pump rate: 360 mcg/hr ÷ 32 mcg/mL = 11.25 mL/hr.
  5. Rounded as the question asks: 11.3 mL/hr.

The three-step chain (concentration → mcg/min → mL/hr) never changes; only the numbers do. Weight only enters when the order is written per kg. Norepinephrine and nitroglycerin are commonly ordered as a flat mcg/min.

Problem 5: IV Drip Rate

An order calls for 200 mL of NS over 1 hours with a set that delivers 20 drops/mL. What is the flow rate in drops per minute? Round your answer to the nearest whole number.

Answer 67 drops/min

Solution
  1. Minutes: 1 hr × 60 min/hr = 60 min.
  2. Total drops: 200 mL × 20 drops/mL = 4000 drops.
  3. 4000 drops ÷ 60 min ≈ 66.6767 drops/min.
  4. Rounded as the question asks: 67 drops/min.

Work in whole drops and whole minutes rather than a decimal mL/min. Carrying a rounded mL/min into the next line is how a correct method produces a wrong number. Drops (gtt) are always whole; you can't give a partial drop.

Problem 6: IV Rate (mL/hr)

Dopamine 800 mg in 250 mL D5W is ordered at 10 mcg/kg/min for a 114 kg patient. What rate in mL/hr should the pump be set at? Round your answer to one decimal place.

Answer 21.4 mL/hr

Solution
  1. Concentration: 800 mg × 1,000 mcg/mg ÷ 250 mL = 3200 mcg/mL.
  2. Dose rate: 10 mcg/kg/min × 114 kg = 1140 mcg/min.
  3. Per hour: 1140 mcg/min × 60 min/hr = 68400 mcg/hr.
  4. Pump rate: 68400 mcg/hr ÷ 3200 mcg/mL = 21.375 mL/hr.
  5. Rounded as the question asks: 21.4 mL/hr.

The three-step chain (concentration → mcg/min → mL/hr) never changes; only the numbers do. Weight only enters when the order is written per kg. Norepinephrine and nitroglycerin are commonly ordered as a flat mcg/min.

Problem 7: IV Drip Rate

An order calls for 200 mL of NS over 2.5 hours with a set that delivers 12 drops/mL. What is the flow rate in drops per minute? Round your answer to the nearest whole number.

Answer 16 drops/min

Solution
  1. Minutes: 2.5 hr × 60 min/hr = 150 min.
  2. Total drops: 200 mL × 12 drops/mL = 2400 drops.
  3. 2400 drops ÷ 150 min = 1616 drops/min.
  4. Rounded as the question asks: 16 drops/min.

Work in whole drops and whole minutes rather than a decimal mL/min. Carrying a rounded mL/min into the next line is how a correct method produces a wrong number. Drops (gtt) are always whole; you can't give a partial drop.

Problem 8: IV Rate (mL/hr)

Norepinephrine 4 mg in 250 mL D5W is ordered at 10 mcg/min. What rate in mL/hr should the pump be set at? Round your answer to one decimal place.

Answer 37.5 mL/hr

Solution
  1. Concentration: 4 mg × 1,000 mcg/mg ÷ 250 mL = 16 mcg/mL.
  2. Dose rate is not weight-based: 10 mcg/min.
  3. Per hour: 10 mcg/min × 60 min/hr = 600 mcg/hr.
  4. Pump rate: 600 mcg/hr ÷ 16 mcg/mL = 37.5 mL/hr.
  5. Rounded as the question asks: 37.5 mL/hr.

The three-step chain (concentration → mcg/min → mL/hr) never changes; only the numbers do. Weight only enters when the order is written per kg. Norepinephrine and nitroglycerin are commonly ordered as a flat mcg/min.

Problem 9: IV Drip Rate

An order calls for 750 mL of NS over 20 hours with a set that delivers 60 drops/mL. What is the flow rate in drops per minute? Round your answer to the nearest whole number.

Answer 38 drops/min

Solution
  1. Minutes: 20 hr × 60 min/hr = 1200 min.
  2. Total drops: 750 mL × 60 drops/mL = 45000 drops.
  3. 45000 drops ÷ 1200 min = 37.538 drops/min.
  4. Rounded as the question asks: 38 drops/min.

Work in whole drops and whole minutes rather than a decimal mL/min. Carrying a rounded mL/min into the next line is how a correct method produces a wrong number. Drops (gtt) are always whole; you can't give a partial drop.

Problem 10: IV Rate (mL/hr)

Dopamine 400 mg in 250 mL D5W is ordered at 15 mcg/kg/min for a 68 kg patient. What rate in mL/hr should the pump be set at? Round your answer to one decimal place.

Answer 38.3 mL/hr

Solution
  1. Concentration: 400 mg × 1,000 mcg/mg ÷ 250 mL = 1600 mcg/mL.
  2. Dose rate: 15 mcg/kg/min × 68 kg = 1020 mcg/min.
  3. Per hour: 1020 mcg/min × 60 min/hr = 61200 mcg/hr.
  4. Pump rate: 61200 mcg/hr ÷ 1600 mcg/mL = 38.25 mL/hr.
  5. Rounded as the question asks: 38.3 mL/hr.

The three-step chain (concentration → mcg/min → mL/hr) never changes; only the numbers do. Weight only enters when the order is written per kg. Norepinephrine and nitroglycerin are commonly ordered as a flat mcg/min.

Sources and how far they go

Where a convention on this page comes from a published standard, the standard is named. Where it comes from a textbook or from ordinary practice instead, the entry says so. That difference matters when a preceptor or an exam disagrees with you.

Citations are to the source of the method. They are not a review of this page, and none of these bodies has reviewed or endorsed it.

Premium is coming

Timed NAPLEX-style mock exams, saved progress, per-topic accuracy analytics, and weak-spot drills. The unlimited free practice you're using now stays free. Join the waitlist to get launch pricing when it ships.

You get one email when it launches, and nothing after that.

Practice another topic
Percentage & Ratio StrengthDilutionAlligationMilliequivalent (mEq), Millimole & MilliosmoleBody Surface Area (BSA) & Chemo DosingTPN & Nutrition CalculationIsotonicity & E-ValueCreatinine Clearance (Cockcroft-Gault)PharmacokineticsBioavailability (F)Insulin Day Supply & SwitchingOpioid Conversion & MMEDays Supply CalculationWeight-Based (mg/kg) DosingReconstitution & Powder VolumeSpecific GravityClinical Lab CalculationDispensing Quantity

Studying for boards is expensive enough. RxMath Lab is free, has no ads, and stays that way. If it helped you and you want to keep it running for the next class, you can support it here. That is entirely optional.