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Medication Dosage Calculations Study Guide & Practice Questions and answers – Nursing Math Exam Prep / Test Bank

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Medication Dosage Calculations Study Guide & Practice Questions and answers – Nursing Math Exam Prep / Test Bank / Killian, 2022 This study resource contains a comprehensive collection of medication dosage calculation practice questions and answers designed to help nursing and healthcare students strengthen their math skills and prepare for exams.

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Gray Morris\\\'s Calculate With Confidence, Canadian
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Gray Morris\\\'s Calculate with Confidence, Canadian

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Table of Contents

Chapter 01 Fractions 1
Chapter 02 Decimals 7
Chapter 03 Ratio and Proportion 12
Chapter 04 Percentages 15
Chapter 05 Standardizing Measurement Systems 18
Chapter 06 Converting Within and Between Systems 28
Chapter 07 Additional Conversions Useful in the Health Care Setting 32
Chapter 08 Medication Administration 37
Chapter 09 Understanding and Interpreting Medication Orders 40
Chapter 10 Medication Administration Records and Drug Distribution Systems 44
Chapter 11 Reading Medication Labels 56
Chapter 12 Dosage Calculation Using the Ratio and Proportion Method 68
Chapter 13 Dosage Calculation Using the Formula Method 71
Chapter 14 Dosage Calculation Using the Dimensional Analysis Method 74
Chapter 15 Oral Medications 77
Chapter 16 Parenteral Medications 90
Chapter 17 Reconstitution of Solutions 102
Chapter 18 Insulin 107
Chapter 19 Intravenous Solutions and Equipment 112
Chapter 20 Intravenous Calculations 117
Chapter 21 Heparin Calculations 122
Chapter 22 Pediatric and Adult Dosage Calculations Based on Weight 129
Chapter 23 Critical Care Calculations 138




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Test Bank - Gray Morris’s Calculate with Confidence, 2nd Canadian Edition (Killian, 2022)
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Chapter 01: Fractions
Gray Morris’s Calculate with Confidence, 2nd Canadian Edition


COMPLETION

1. Reduce the following fraction to its lowest terms.
54/81 = ___________

ANS: 2/3

2. Reduce the following fraction to its lowest terms.
105/135 = ___________

ANS: 7/9

3. Reduce the following fraction to its lowest terms.
39/65 = ___________

ANS: 3/5

4. Change the following improper fraction to a whole or mixed number. If the answer is a mixed
number, put a space between the whole number and the fraction.
325/16 = ___________

ANS:


5. Change the following improper fraction to a whole or mixed number. If the answer is a mixed
number, put a space between the whole number and the fraction.
1,500/100 = ___________

ANS: 15

6. Change the following improper fraction to a whole or mixed number. If the answer is a mixed
number, put a space between the whole number and the fraction.
193/62 = ___________

ANS:


7. Change the following mixed number to an improper fraction.
= ___________

ANS: 97/8

8. Change the following mixed number to an improper fraction.




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= ___________

ANS: 89/3

9. Perform the indicated operation and reduce the result to its lowest terms.
1/12 + 6/12 + 5/12 = ___________

ANS: 1

10. Perform the indicated operation and reduce the result to its lowest terms.
3/8 – 1/3 = ___________

ANS: 1/24

11. Perform the indicated operation and reduce the result to its lowest terms.
4/5  5/16 = ___________

ANS: 1/4

12. Perform the indicated operation and reduce the result to its lowest terms.
1/12  1/15 = ___________

ANS: 1/180

13. Perform the indicated operation and reduce the result to its lowest terms.
3/5 ÷ 5 = ___________

ANS: 3/25

14. Perform the indicated operation and reduce the result to its lowest terms.
1/100 ÷ 1/200 = ___________

ANS: 2

15. Indicate which fraction is the largest.
1/100, 1/150, 1/200: ___________

ANS: 1/100

16. Arrange the following fractions from smallest to largest. After each fraction place a comma
followed by a space.
1/6, 1/5, 1/8, 1/4, 1/3: ___________

ANS: 1/8, 1/6, 1/5, 1/4, 1/3

17. Perform the indicated operation with fractions. Reduce each to its lowest terms.
1/5 + 1/2 + 1/4 = ___________




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Institution
Gray Morris\\\'s Calculate with Confidence, Canadian
Course
Gray Morris\\\'s Calculate with Confidence, Canadian

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