Fractional Ratio and Proportion in Nursing Dosage Calculations

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20 Terms

1
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What is a ratio?

A comparison of two numbers that are related to each other.

2
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What is a proportion?

An equation of two equal ratios.

3
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How can ratios be expressed?

In fractional format, using a horizontal line to separate the numbers.

4
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What is the first step in solving a dosage calculation problem?

Write the known ratio.

5
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What information is needed to calculate a dosage using proportions?

The dosage strength, the desired dose, and the unknown amount to be administered.

6
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What does dosage strength include?

The strength of the medication with the unit of measurement and the number of capsules, tablets, or milliliters.

7
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How is the dosage strength of Accupril expressed?

5 milligrams per tablet.

8
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What is the dosage strength of Mesna?

1 gram per 10 milliliters.

9
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What is the process to solve for 'x' in a proportion?

Cross multiply and then divide both sides by the number in front of x.

10
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In the sample problem, how many tablets should the nurse administer for Medication M ordered at 10 milligrams?

2 tablets (since the dosage strength is 5 milligrams per tablet).

11
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What is the correct answer for Practice Problem 1 involving 0.375 milligrams of Lanoxin?

3 tablets.

12
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Why might conversions between units of measurement be necessary in dosage calculations?

Because the order may be in one unit while the pharmacy provides the drug in a different unit.

13
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What do standard equivalent measurements help with in drug dosage calculations?

They provide necessary conversions between different measurement systems.

14
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What is the dosage strength for the drug in Practice Problem 2?

500 milligrams per 10 milliliters.

15
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How many teaspoons will the patient receive per dose for 500 milligrams of Griseofulvin?

4 teaspoons.

16
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What should be checked after writing the known and unknown ratios?

Check the sequence of units to ensure they match.

17
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What is the first action when solving a problem with different units?

Convert the units to match.

18
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What is the significance of the unknown in dosage calculations?

It represents the amount of medication the nurse will administer.

19
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What does cross multiplying help determine in ratio and proportion problems?

It helps find the value of the unknown variable 'x'.

20
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What is the purpose of using fractional ratios in medication calculations?

To simplify the comparison of different dosages and strengths.