Math and Dosage Calculations for Health Care 3rd Edition by James Whaley, Kathryn Booth, Booth Kathryn

Question

Math and Dosage Calculations for Health Care 3rd Edition by James Whaley, Kathryn Booth, Booth Kathryn

Edition 3ISBN: 9780077290498

Math and Dosage Calculations for Health Care 3rd Edition by James Whaley, Kathryn Booth, Booth Kathryn

Edition 3ISBN: 9780077290498

Exercise 1

Convert the following mixed numbers to fractions. $Convert the following mixed numbers to fractions.$

Explanation

Verified

$is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ is called the numerator, and $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ is the denominator. For example $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ is a fraction.
Mixed number: A mixed number combines a whole number with a fraction. For example $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ is a mixed number.
We need to convert the mixed number $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ into a fraction.
Here the whole number is 3.
In order to convert a mixed number to a fraction,
Step1: Take the product between the whole number and the denominator of the fraction.
Here we have the denominator as 5. $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ Step2: Add the numerator in the mixed number with the product obtained from step1. $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ .
Therefore, $is called the numerator, and is the denominator. For example is a fraction. Mixed number: A mixed number combines a whole number with a fraction. For example is a mixed number. We need to convert the mixed number into a fraction. Here the whole number is 3. In order to convert a mixed number to a fraction, Step1: Take the product between the whole number and the denominator of the fraction. Here we have the denominator as 5. Step2: Add the numerator in the mixed number with the product obtained from step1. Step3: Write the sum from the previous step as the numerator without changing the denominator. Thus we will have a fraction . Therefore, .$ .