1 :

Hint : 🔍Always convert grams to milligrams before calculating liquid doses.

Correct Answers:

  • 18


Rationale :

🧮The prescribed dose is 0.45 g, which must be converted to milligrams to match the available concentration.

📏Since 1 gram equals 1000 mg, 0.45 g becomes 450 mg, ensuring correct unit consistency.

🧴The available concentration is 125 mg per 5 mL, meaning each milliliter contains 25 mg.

📊Dividing 450 mg by 25 mg per mL gives 18 mL, which is the correct administration volume.

📌Core Message

Correct medication calculation requires unit conversion first, then dividing the ordered dose by concentration per mL to determine volume.

2 :

Hint : 🤔Recall how many milliliters are in one teaspoon.

Correct Answers:

  • 1


Rationale :

🥄The prescribed dose is 10 mg, and the available concentration is 10 mg per 5 mL.

⚖️Since the ordered dose equals the amount in 5 mL, the nurse administers 5 mL.

📐One teaspoon equals 5 mL, which converts the liquid measurement into household units.

✅Therefore, 5 mL equals 1 teaspoon, making 1 tsp the correct answer.

📌Core Message

When the ordered dose equals the concentration per 5 mL, administer 5 mL, which equals 1 teaspoon.

3 :

Hint : 📎Use a proportion method when mEq and mL are given together.

Correct Answers:

  • 22.5


Rationale :

⚗️The prescribed dose is 60 mEq, and the available medication provides 40 mEq in 15 mL.

📊Set up a proportion to determine how many milliliters contain 60 mEq.

📈Since 40 mEq corresponds to 15 mL, dividing 60 by 40 and multiplying by 15 gives the correct volume.

👉The calculation results in 22.5 mL, rounded to the nearest tenth as required.

📌Core Message

Use ratio and proportion when concentration is given as mEq per mL to calculate accurate volume.

4 :

Hint : 🔢Convert milligrams to micrograms before dividing.

Correct Answers:

  • 0.4


Rationale :

💊The ordered dose is 0.1 mg, but the available medication is labeled in micrograms, requiring unit conversion.

🔄Since 1 mg equals 1000 mcg, 0.1 mg converts to 100 mcg.

📦The vial contains 250 mcg per mL, meaning each milliliter contains 250 mcg.

🧾Dividing 100 mcg by 250 mcg per mL results in 0.4 mL, which is the correct dose.

📌Core Message

Accurate IV medication dosing requires unit conversion between mg and mcg before dividing by the available concentration.

5 :

Hint : 📘Convert mg to mcg before solving.

Correct Answers:

  • 0.8


Rationale :

🧬The prescribed dose is 250 mcg, while the available concentration is 0.3 mg per mL, requiring conversion.

🔁Since 1 mg equals 1000 mcg, 0.3 mg equals 300 mcg per mL.

📏This means each milliliter contains 300 mcg of medication.

📉Dividing 250 mcg by 300 mcg per mL gives 0.83 mL, which rounds to 0.8 mL.

📌Core Message

Always ensure unit consistency before calculating volume to prevent dosage errors.

6 :

Hint : 📖Convert milligrams to micrograms first.

Correct Answers:

  • 0.5


Rationale :

💠The ordered dose is 125 mcg, while the available tablet is 0.25 mg, requiring conversion.

🔬Since 0.25 mg equals 250 mcg, each tablet contains 250 mcg.

📊Dividing 125 mcg by 250 mcg per tablet determines the number of tablets required.

✂️The calculation equals 0.5 tablet, appropriate because the tablet is scored.

📌Core Message

When tablets are scored, fractional dosing is possible after converting to matching units.

7 :

Hint : ➗Divide the ordered dose by strength per tablet.

Correct Answers:

  • 1.5


Rationale :

💊The prescribed dose is 37.5 mg, and each tablet contains 25 mg.

📐Dividing the ordered dose by the amount per tablet determines required tablets.

📊37.5 divided by 25 equals 1.5 tablets.

✔️Since the tablet is scored, administering one and a half tablets is appropriate.

📌Core Message

Tablet dosing requires dividing the ordered mg by mg per tablet to determine correct quantity.

8 :

Hint : 🤔Think: dose divided by concentration.

Correct Answers:

  • 0.5


Rationale :

💉The ordered dose is 5 mg, and the available concentration is 10 mg per mL.

📏This means each milliliter contains 10 mg.

📊Dividing 5 mg by 10 mg per mL determines the volume to administer.

🧾The result is 0.5 mL, rounded to the nearest tenth.

📌Core Message

IV medication volume equals ordered dose divided by concentration per mL.

9 :

Hint : 📉Convert pounds to kilograms before calculating dosage.

Correct Answers:

  • 1.4


Rationale :

⚖️The prescribed dose is 1 mg per kg, requiring conversion of weight from pounds to kilograms.

🔄Since 1 kg equals 2.2 lbs, 242 lbs converts to 110 kg.

🧮At 1 mg per kg, the total dose required is 110 mg.

📦With a concentration of 80 mg per mL, dividing 110 mg by 80 mg per mL equals 1.375 mL, which rounds to 1.4 mL.

📌Core Message

Weight-based dosing requires converting pounds to kilograms, then dividing by available concentration.

10 :

Hint : 🔎If the dose doubles, the volume doubles.

Correct Answers:

  • 10


Rationale :

💊The ordered dose is 25 mg, and the available medication contains 12.5 mg per 5 mL.

📐Since 12.5 mg is in 5 mL, doubling the dose to 25 mg doubles the volume.

📊Therefore, 25 mg equals 10 mL.

✔️No further conversion is required because units already match.

📌Core Message

When units already match, use direct proportional reasoning to calculate liquid medication volume.

Total Questions: 10

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