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Dosage Calculations Chapter 52 Latest 2023 Already Passed

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Ensuring Safe Dosage Calculations In order to be able to calculate dosages, you must understand and be able to perform basic math accurately. Whether you are using a calculator or doing it by hand, accuracy is key. Remember that a minor mistake in basic math can mean major errors in the patient's medication. When you perform any calculation, think about the answer you obtain and determine if it is reasonable. Consider this example: While performing a calculation, a medical assistant adds the following numbers: 21¾, 12½, and 1½. He calculates an answer of 49¼. Before he accepts this answer as correct, however, he asks himself, "Is this reasonable?" In order to answer this question, he does a quick estimation. First, he adds the whole numbers from each of the mixed numbers in the problem: 21 + 12 + 1 = 34. Then he rounds each mixed number up to a whole number and adds them: 22 + 13 + 2 = 37. He recognizes that the correct answer to the problem must be between 34 and 37, so his original answer is incorrect. He probably entered one of the numbers into his calculator incorrectly. When he repeats the original calculation, he now comes up with an answer of 35¾. This is between the values that he expected based on his estimate, so it is a reasonable answer to the problem. Think about the example. When performing calculations, there are many steps in which an error might be made. In this case, a number had been entered incorrectly into a calculator. While

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Dosage Calculations Chapter 52 Latest
2023 Already Passed
Ensuring Safe Dosage Calculations ✔✔In order to be able to calculate dosages, you must

understand and be able to perform basic math accurately. Whether you are using a calculator or

doing it by hand, accuracy is key. Remember that a minor mistake in basic math can mean major

errors in the patient's medication. When you perform any calculation, think about the answer you

obtain and determine if it is reasonable.




Consider this example: While performing a calculation, a medical assistant adds the following

numbers: 21¾, 12½, and 1½. He calculates an answer of 49¼. Before he accepts this answer as

correct, however, he asks himself, "Is this reasonable?" In order to answer this question, he does

a quick estimation. First, he adds the whole numbers from each of the mixed numbers in the

problem: 21 + 12 + 1 = 34. Then he rounds each mixed number up to a whole number and adds

them: 22 + 13 + 2 = 37. He recognizes that the correct answer to the problem must be between

34 and 37, so his original answer is incorrect. He probably entered one of the numbers into his

calculator incorrectly. When he repeats the original calculation, he now comes up with an answer

of 35¾. This is between the values that he expected based on his estimate, so it is a reasonable

answer to the problem.




Think about the example. When performing calculations, there are many steps in which an error

might be made. In this case, a number had been entered incorrectly into a calculator. While

, errors like this can happen to anyone, they can usually be detected by performing a quick check

to see if the answer is reasonable. You should develop the habit of asking yourself the same

question every time you perform a calculation. When performing a calculation, analyze the

problem and try to estimate a reasonable range for the answer. This critical thinking skill can

help you to detect errors and should become a part of every calculation you perform.




Measurement Systems ✔✔Three systems of measurement are used in the United States for

pharmacology and drug administration. These include metric, apothecary, and household

systems. Metric is the most commonly used system. Although apothecary and household systems

are rarely used, basic knowledge of these systems may be needed.




To understand drug measurement, focus primarily on remembering the basic unit of volume and

weight. Volume refers to the amount of space a drug occupies. Weight refers to its heaviness.

Length, which is also a basic unit, is discussed in the Vital Signs and Measurements chapter.




Metric System ✔✔Like the decimal system, the metric system is based on multiples of 10. The

greater confidence you have working with decimals, the more comfortable you will be working

with metric units. See the Caution: Handle with Care feature Working with Decimals. The basic

units of volume and weight in the decimal-based metric system are liters (L) to measure volume

and grams (g) to measure weight. Prefixes are added to these basic units of measurement to

indicate multiples, such as kilogram (kg), or fractions, such as milliliter (mL) or microgram

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