1 :

Hint : 🧪Convert mg/day to mL/day using the concentration.

Correct Answers:

  • 11


Rationale :

🧮Total daily dose is calculated as 30 mg/kg × 22 kg = 660 mg/day.

📏Using the concentration 300 mg/5 mL, that’s 60 mg/mL.

🔢To find volume per day, compute 660 mg ÷ 60 mg/mL = 11 mL/day.

💡Dividing into four doses changes mL per dose (2.75 mL), but the per-day total stays 11 mL.

📌Core Message

Correctly convert weight-based mg/day to mL/day using the drug concentration to get 11 mL/day.

2 :

Hint : 🔢Multiply mL/min by the drop factor.

Correct Answers:

  • 45


Rationale :

⏱️Compute flow as (30 mL ÷ 40 min) = 0.75 mL/min.

💧With 60 gtt/mL (microdrip), rate is 0.75 × 60 = 45 gtts/min.

🧮Microdrip sets standardize to 60 gtt/mL, simplifying math.

📏The result is already in gtts/min, so no further conversion is needed.

📌Core Message

Use mL/min × gtt/mL with a 60 gtt/mL microdrip to reach 45 gtts/min.

3 :

Hint : 🧪Use (Volume × drop factor) ÷ minutes.

Correct Answers:

  • 50


Rationale :

🧮Find mL/min: 150 mL ÷ 45 min = 3.33 mL/min.

💧Apply drop factor 15 gtt/mL: 3.33 × 15 ≈ 50 gtts/min.

📏This uses the standard formula: (Volume × Drop factor) ÷ Time.

⏱️Rounding to the nearest whole drop gives 50.

📌Core Message

The IV drip rate comes from volume–time–drop factor math, yielding ≈50 gtts/min.

4 :

Hint : 🔢First find mg/mL, then multiply by mL/hr.

Correct Answers:

  • 60


Rationale :

📦Concentration: 1,000 mg ÷ 500 mL = 2 mg/mL.

⏱️Infusion rate: 30 mL/hr.

🧮Dose/hr: 30 mL/hr × 2 mg/mL = 60 mg/hr.

💡This is a direct proportion conversion from mL/hr to mg/hr.

📌Core Message

Convert concentration to mg/mL and multiply by mL/hr for 60 mg/hr.

5 :

Hint : 🧪Divide the ordered mg/hr by mg/mL to get mL/hr.

Correct Answers:

  • 14


Rationale :

📦Solution strength: 125 mg ÷ 250 mL = 0.5 mg/mL.

🧮Required dose: 7 mg/hr.

📏Volume/hr: 7 mg/hr ÷ 0.5 mg/mL = 14 mL/hr.

💡This ensures the pump rate delivers the ordered mg/hr.

📌Core Message

Use mg/hr ÷ (mg/mL) to set the pump at 14 mL/hr.

6 :

Hint : 🔢Multiply mL/hr by units/mL.

Correct Answers:

  • 1400


Rationale :

📦Concentration: 25,000 units ÷ 250 mL = 100 units/mL.

⏱️Infusion rate: 14 mL/hr.

🧮Dose/hr: 14 mL/hr × 100 units/mL = 1,400 units/hr.

💡Simple units-per-mL conversion yields the hourly units.

📌Core Message

Convert to units/mL, then multiply by mL/hr to get 1,400 units/hr.

7 :

Hint : ⏱️Convert hours to minutes before using the drop factor.

Correct Answers:

  • 21


Rationale :

🧮Total minutes: 8 hr × 60 = 480 min.

📏Flow: 1,000 mL ÷ 480 min = 2.083 mL/min.

💧With 10 gtt/mL, rate is 2.083 × 10 = 20.83 ≈ 21 gtts/min.

💡Round to the nearest whole drop.

📌Core Message

Convert to mL/min, multiply by gtt/mL, then round to get 21 gtts/min.

8 :

Hint : 🔢Ignore weight when a fixed volume and infusion time are given.

Correct Answers:

  • 56


Rationale :

⏱️Infusion time: 40 minutes for 150 mL gives 150 ÷ 40 = 3.75 mL/min.

💧Apply 15 gtt/mL: 3.75 × 15 = 56.25 ≈ 56 gtts/min.

📘Patient weight does not affect the drip rate when volume and time are fixed.

🧮Round to the nearest whole drop for the final rate.

📌Core Message

Use volume, time, and drop factor—not weight—to get ~56 gtts/min.

9 :

Hint : 🧪Convert to mcg/mL and mL/min before dividing by weight.

Correct Answers:

  • 5.6


Rationale :

📦Concentration: 400 mg/250 mL = 1.6 mg/mL = 1600 mcg/mL.

⏱️Rate in mL/min: 15 mL/hr ÷ 60 = 0.25 mL/min.

🧮mcg/min delivered: 1600 × 0.25 = 400 mcg/min.

⚖️Weight-based rate: 400 mcg/min ÷ 72 kg ≈ 5.56 ≈ 5.6 mcg/kg/min.

📌Core Message

Stepwise convert to mcg/min, then weight-normalize to get 5.6 mcg/kg/min.

10 :

Hint : 🔢Match mcg to mcg, then use the scoring.

Correct Answers:

  • 0.5


Rationale :

📦Strength per tablet: 0.025 mg = 25 mcg.

🧮Ordered dose: 12.5 mcg, which is half of 25 mcg.

📏Since the tablet is scored, 0.5 tablet is appropriate and accurate.

💡Always align mcg↔mg units to avoid errors (0.025 mg = 25 mcg).

📌Core Message

Convert units correctly and use the scored tablet to give 0.5 tablet (12.5 mcg).

Total Questions: 10

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