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A comprehensive guide for nursing students on how to convert household units to metric units. It includes conversions for liquid volumes and weights, as well as step-by-step examples for converting teaspoons and pounds to milliliters and kilograms, respectively. Students will learn the importance of understanding these conversions in a healthcare setting.
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In the metric system liquid volumes are measured in milliliters or liters. Weight is measured in micrograms, milligrams, grams, or kilograms.
1 liter 1000 milliliter
1,000,000 milligrams
1,000,000,000 micrograms
In the household system liquid volumes are measured in quarts, pints, cups, tablespoons, and teaspoons. Weight is measured in ounces & pounds.
1 quart 2 pints 64 tablespoons
teaspoons
4 cups
16 ounces 1 pound
Our First Example Problem:
measuring device marked in ml is being used. How many ml should be administered?
Here are the 5 basic steps to change from one unit to another
Step 5 – Perform the math
Step 2 – Write down what you have
Step 1 - Identify that you need to convert
Step 3 – Write down your equivalent fraction
Step 4 – Reduce units
Our Second Example Problem: A child weighs 24 lbs, 14 oz. You determine that 24 lbs., 14 oz. is equivalent to ______ kg.
Our Second Example Problem: A child weighs 24 lbs, 14 oz. You determine that 24 lbs., 14 oz. is equivalent to ______ kg.
Step 1 Identify you need to convert The key words that indicate we need to convert are “equivalent to.”
Step 2 Write down what you have The quantity we have is in 2 different units. We have 24 lbs and we have 14 oz. We first change the 14 oz to lbs by dividing by 16. We then add this to the 24lbs. Use a calculator or long division to change the 14/16 to a decimal. We can then write this as a fraction with 1 on the bottom. 14
16
Our Second Example Problem: A child weighs 24 lbs, 14 oz. You determine that 24 lbs., 14 oz. is equivalent to ______ kg.
Step 3 Relate the units An equivalency chart will list how the units relate.
Step 3 Relate the units An equivalency chart will list how the units relate.
We can write this fraction 2 ways:
We will write this equivalency as a fraction.
or
Because the fraction we wrote in step 2 has lbs on the top, our next fraction must have lbs on the bottom.
Our chart lists 1 kg = 2.2 lbs.
1 kg__ 2.2 lbs
2.2 lbs 1 kg
Step 3 Relate the units
We now have:
x
To convert we will need to multiply our fractions.
1 kg__ 2.2 lbs
24.875 lbs 1