Question

Calculate the following dosages using the medication label or information provided. Label answers correctly: tabs, caps, mL. Answers expressed in milliliters should be rounded to the nearest tenth where indicated. Order: Digoxin \(0.375 \mathrm{mg}\) p.o. daily. Available: Digoxin scored tablets (can be broken in half) labeled \(250 \mathrm{mcg}(0.25 \mathrm{mg})\) ________

Short answer

1.5 tablets

Step-by-step solution

Understand the Medication Order

The physician has ordered a dose of Digoxin at 0.375 mg to be taken orally each day.

Review the Available Medication

The available Digoxin tablets are scored and contain 250 mcg per tablet. Since 1 mg equals 1000 mcg, we can convert the available dosage from mcg to mg for easier calculations: 250 mcg is equivalent to 0.25 mg.

Convert the Ordered Dose to the Same Unit

Convert the ordered dose of Digoxin from mg to mcg in order to match the available dosage units. The ordered dose of 0.375 mg is equivalent to 375 mcg (since 1 mg = 1000 mcg).

Calculate How Many Tablets to Administer

Now, we need to determine how many 0.25 mg (or 250 mcg) tablets are required to make up the 375 mcg dose. Each tablet is 250 mcg, and to find the number of tablets, divide the ordered dose by the strength per tablet:\[\text{Number of Tablets} = \frac{375 \text{ mcg}}{250 \text{ mcg/tablet}} = 1.5 \text{ tablets}\]

Label the Dosage Form Correctly

Since the answer involves dosing in terms of tablets, the correct label for the final answer is 'tablets'. Use the calculated number of tablets, which can include halves due to the tablets being scored.

Key concepts

Medication Order

A medication order is an instruction from a healthcare provider prescribing a specific drug to be administered to a patient. It's a critical component because it tells you the name of the medication, the dosage, how often to take it, and the route of administration.
Understanding the medication order is the first step in dosage calculation. For example, in the Digoxin order from our exercise, the instruction is to administer 0.375 mg orally once daily. This specifies the dose (0.375 mg), the frequency (daily), and the route (orally).
Pay close attention to each part of the order as errors in interpretation can lead to incorrect dosages, which might harm the patient. Always ensure clarity before proceeding with any calculations.

Unit Conversion

Unit conversion is essential in medication calculations because different systems of measurement might be used. Medication orders and available drug strengths might be expressed in different units.
In the example, Digoxin is available in 250 micrograms (mcg) per tablet, while the order is in milligrams (mg). We need to convert these units to make the calculation easier.
Remember, 1 mg equals 1000 mcg. Thus, to convert from mg to mcg, you multiply the number of mg by 1000. For Digoxin, 0.375 mg converts to 375 mcg. This ensures that both the medication order and available dosage are in the same unit, allowing us to proceed with further calculations.
Mastering unit conversion is essential because it ensures accuracy and prevents potentially dangerous dosing errors.

Tablet Dosage

Tablet dosage calculation involves determining how many tablets are needed to meet the prescribed dose. This requires understanding both the prescribed dose and the available tablet strength.
For the Digoxin case, each tablet contains 250 mcg. The required dose is 375 mcg. To find how many tablets are needed, divide the required dose by the strength of each tablet.
In our calculation:

• Required dose: 375 mcg
• Tablet strength: 250 mcg
• Calculation: 375 mcg / 250 mcg per tablet = 1.5 tablets

Since tablets are scored, it's possible to administer half tablets, hence the requirement of 1.5 tablets is accurate. Understanding tablet dosage helps ensure patients receive the exact amount of medication needed for their treatment.

Pharmaceutical Math

Pharmaceutical math encompasses the calculations needed to accurately measure and administer medication. It's a critical skill for healthcare professionals to ensure safe and effective patient care.
In our exercise, various math skills are used, including unit conversion and division to calculate the number of tablets. Pharmaceutical math is more than just arithmetic; it involves understanding medical terms, doses, and how they interrelate.
Successfully applying pharmaceutical math involves:

• Reading different units on medication labels
• Converting between units as needed
• Performing calculations to find the correct dosage
• Understanding the implications of these dosages for patient care

Strong skills in pharmaceutical math ensure accuracy, prevent medication errors, and promote patient safety. It's a vital component of day-to-day operations in medical settings.