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Liquid Medications

Overview

Liquid medications are used when patients cannot swallow tablets or capsules, for pediatric patients, and for medications that are only available in liquid form. The calculation method is identical to tablets — unit cancellation — but the answer is a volume (mL) rather than a count.

Reading Liquid Medication Labels

Liquid medications are labeled as a concentration:

Label Meaning
250 mg/5 mL 250 mg of drug in every 5 mL of liquid
125 mg/5 mL 125 mg of drug in every 5 mL of liquid
10 mg/mL 10 mg of drug in every 1 mL of liquid
1 mg/mL 1 mg of drug in every 1 mL of liquid

The Stock Ratio

The label concentration is your stock ratio. Always write it as a fraction before setting up your calculation:

250 mg/5 mL becomes \(\frac{5 \text{ mL}}{250 \text{ mg}}\)

Note the mL goes in the numerator because mL is what you want in your answer.

Basic Liquid Calculation

Example 1: Order: amoxicillin 250 mg orally Stock: 125 mg/5 mL

\[\frac{250 \cancel{\text{ mg}}}{1} \times \frac{5 \text{ mL}}{125 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Example 2: Order: ibuprofen 400 mg orally Stock: 200 mg/5 mL

\[\frac{400 \cancel{\text{ mg}}}{1} \times \frac{5 \text{ mL}}{200 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Example 3: Order: morphine 15 mg orally Stock: 10 mg/mL oral solution

\[\frac{15 \cancel{\text{ mg}}}{1} \times \frac{1 \text{ mL}}{10 \cancel{\text{ mg}}} = 1.5 \text{ mL}\]

Unit Conversion Required

Example 4: Order: amoxicillin 0.5 g orally Stock: 250 mg/5 mL

\[\frac{0.5 \cancel{\text{ g}}}{1} \times \frac{1000 \cancel{\text{ mg}}}{1 \cancel{\text{ g}}} \times \frac{5 \text{ mL}}{250 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Example 5: Order: clarithromycin 0.375 g orally Stock: 125 mg/5 mL

\[\frac{0.375 \cancel{\text{ g}}}{1} \times \frac{1000 \cancel{\text{ mg}}}{1 \cancel{\text{ g}}} \times \frac{5 \text{ mL}}{125 \cancel{\text{ mg}}} = 15 \text{ mL}\]

Measuring Liquid Medications

Always Use a Calibrated Device

Never use a kitchen spoon to measure liquid medications. Always use one of the following:

  • Oral syringe — most accurate, especially for small volumes under 5 mL
  • Medicine cup — suitable for volumes 5 mL and above
  • Dosing spoon — calibrated, acceptable for home use

Read the measurement at eye level at the bottom of the meniscus (the curved surface of the liquid).

Reconstitution

Some liquid medications come as a powder that must be mixed with water before use.

Reconstitution

When reconstituting a powder:

  1. Read the label for the exact amount of water to add
  2. Add the specified volume of water — not more, not less
  3. Shake or mix as directed
  4. Check the resulting concentration on the label
  5. Note the expiry date after reconstitution
  6. Label with date and time of reconstitution

The concentration printed on the label only applies after reconstitution with the specified volume.

Reasonableness Check

Liquid Dose Safety Guidelines

  • Oral liquid doses are typically between 5 mL and 30 mL
  • Doses under 1 mL orally are unusual — recheck
  • Doses over 30 mL orally are unusual — recheck
  • Injectable liquid doses are typically 0.5 mL to 3 mL

Practice Problems

Problem 1

Order: cetirizine 10 mg orally Stock: 5 mg/5 mL syrup How many mL?

Answer
\[\frac{10 \cancel{\text{ mg}}}{1} \times \frac{5 \text{ mL}}{5 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Problem 2

Order: paracetamol 500 mg orally Stock: 250 mg/5 mL suspension How many mL?

Answer
\[\frac{500 \cancel{\text{ mg}}}{1} \times \frac{5 \text{ mL}}{250 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Problem 3

Order: morphine 7.5 mg orally Stock: 10 mg/5 mL solution How many mL?

Answer
\[\frac{7.5 \cancel{\text{ mg}}}{1} \times \frac{5 \text{ mL}}{10 \cancel{\text{ mg}}} = 3.75 \text{ mL}\]

Round to nearest tenth: 3.8 mL

Problem 4

Order: amoxicillin 0.75 g orally Stock: 250 mg/5 mL How many mL?

Answer
\[\frac{0.75 \cancel{\text{ g}}}{1} \times \frac{1000 \cancel{\text{ mg}}}{1 \cancel{\text{ g}}} \times \frac{5 \text{ mL}}{250 \cancel{\text{ mg}}} = 15 \text{ mL}\]

Problem 5

Order: ibuprofen 0.6 g orally Stock: 200 mg/5 mL How many mL?

Answer
\[\frac{0.6 \cancel{\text{ g}}}{1} \times \frac{1000 \cancel{\text{ mg}}}{1 \cancel{\text{ g}}} \times \frac{5 \text{ mL}}{200 \cancel{\text{ mg}}} = 15 \text{ mL}\]

Problem 6

Order: prednisolone 30 mg orally Stock: 15 mg/5 mL solution How many mL?

Answer
\[\frac{30 \cancel{\text{ mg}}}{1} \times \frac{5 \text{ mL}}{15 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Problem 7 — Flag This Answer

Order: digoxin 0.5 mg orally Stock: 0.05 mg/mL solution How many mL?

Answer
\[\frac{0.5 \cancel{\text{ mg}}}{1} \times \frac{1 \text{ mL}}{0.05 \cancel{\text{ mg}}} = 10 \text{ mL}\]

Verify Before Administering

10 mL of digoxin is at the upper limit of reasonable. Digoxin is a high alert medication. Independently verify the order, stock concentration, and your calculation with a second nurse before administering.

Clinical Tip

When drawing up liquid medications in an oral syringe, always expel any air bubbles and confirm the volume at eye level before administering. A small air bubble can make a 5 mL dose appear to be 6 mL.