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Test Bank For Gray Morris's Calculate with Confidence 2nd Canadian Edition by Tania Killian. isbn. 9780323696104

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Test Bank Gray Morris's Calculate with Confidence 2nd Canadian Edition by Tania Killian. isbn. 9780323696104. 9780323695718. 9780323695725. Test Bank Gray Morris's Calculate with Confidence, Canadian Edition, 2nd Edition Killian. Gray Morris's Calculate with Confidence, Canadian Edition Table of contents: Chapter 1: Fractions Types of Fractions Converting Fractions Comparing Fractions Reducing Fractions Adding Fractions Subtracting Fractions Multiplying Fractions Dividing Fractions Chapter 2: Decimals Reading and Writing Decimals Comparing the Value of Decimals Adding and Subtracting Decimals Multiplying Decimals Dividing Decimals Rounding Off Decimals Changing Fractions to Decimals Changing Decimals to Fractions Chapter 3: Ratio and Proportion Ratios Proportions Solving for x in Ratio and Proportion Applying Ratio and Proportion to Dosage Calculation Chapter 4: Percentages Percentage Measures Converting Percentages to Fractions, Decimals, and Ratios Converting Fractions, Decimals, and Ratios to Percentages Comparing Percentages and Ratios Compare solution concentrations expressed as a ratio, such as 1 : 1 000 and 1 : 10 000. Determining the Percentage of a Quantity Determining What Percentage One Number Is of Another Calculating the Percentage of Change UNIT TWO: Systems of Measurement Introduction to: Systems of Measurement Chapter 5: Standardizing Measurement Systems Metric System Rules of the Metric System Units of Measurement Conversions Between Metric Units Apothecary System (Imperial) Roman Numeral System (Imperial) Household System (Imperial) Other Measurements Used in Dosage Calculation Chapter 6: Converting Within and Between Systems Equivalents Among Metric and Household Systems Converting Methods of Converting Converting Within the Same System Converting Between Systems Calculating Intake and Output Chapter 7: Additional Conversions Useful in the Health Care Setting Converting Between Celsius and Fahrenheit Converting Measures of Length Converting Between Units of Weight Converting Between Traditional and Military (International) Time Calculating Completion Times UNIT THREE: Methods of Administration and Calculation Introduction to: Methods of Administration and Calculation Chapter 8: Medication Administration Medication Errors Critical Thinking and Medication Administration Factors That Influence Medication Dosages and Action Special Considerations for Older Adults The Rights of Medication Administration Medication Reconciliation Routes of Medication Administration Equipment Used for Medication Administration Chapter 9: Understanding and Interpreting Medication Orders Verbal Orders Transcription of Medication Orders Writing a Medication Order Components of a Medication Order Interpreting a Medication Order Chapter 10: Medication Administration Records and Drug Distribution Systems Medication Orders Medication Administration Record Essential Components of a Medication Administration Record Documentation of Medication Administration Computers and Medication Administration Medication Distribution Systems Advantages and Disadvantages of Technology Chapter 11: Reading Medication Labels Reading Medication Labels Chapter 12: Dosage Calculation Using the Ratio and Proportion Method Using Ratio and Proportion to Calculate Dosages Chapter 13: Dosage Calculation Using the Formula Method Formula for Calculating Dosages Applying the Formula Chapter 14: Dosage Calculation Using the Dimensional Analysis Method Understanding the Basics of Dimensional Analysis Dosage Calculation Using Dimensional Analysis UNIT FOUR: Oral and Parenteral Dosage Forms and Insulin Introduction to: Oral and Parenteral Dosage Forms and Insulin Chapter 15: Oral Medications Forms of Solid Medication Calculating Dosages of Tablets and Capsules Calculating Dosages of Oral Liquids Measuring Oral Liquids Chapter 16: Parenteral Medications Packaging of Parenteral Medications Syringes Reading Parenteral Labels Calculating Parenteral Dosages Calculating Injectable Medications According to the Syringe Calculating Dosages for Medications in Units Mixing Medications in the Same Syringe Chapter 17: Reconstitution of Solutions Basic Principles of Reconstitution Reconstituting Medications With More Than One Direction for Mixing (Multiple Strength) Reconstituting Medications From Package Insert Directions for Different Routes of Administration Medication Labels With Instructions to “See Accompanying Literature” (Package Insert) for Reconstitution and Administration Calculating Dosages of Reconstituted Medications Reconstituting Noninjectable Solutions Chapter 18: Insulin Labels Types of Insulin and Their Action Appearance of Insulin Insulin Administration Methods Insulin Pen Insulin Orders Preparing a Single Dose of Insulin in an Insulin Syringe Measuring Two Types of Insulin in the Same Syringe Intravenous Insulin Calculating an Intravenous Insulin Infusion Hypoglycemia UNIT FIVE: Intravenous and Heparin Calculations, Pediatric Dosage Calculations, and Critical Care Calculations Introduction to: Intravenous and Heparin Calculations, Pediatric Dosage Calculations, and Critical Care Calculations Chapter 19: Intravenous Solutions and Equipment Intravenous Delivery Methods Intravenous Solutions Administration of Intravenous Solutions Chapter 20: Intravenous Calculations Intravenous Flow Rate Calculation Calculating Flow Rates for Infusion Pumps in Millilitres per Hour Calculating Flow Rates in Drops per Minute Intravenous Tubing Calculating Flow Rates in Drops per Minute Using a Formula Determining Infusion Time and Volume Recalculating an Intravenous Flow Rate Charting Intravenous Therapy Labelling Solution Bags Administration of Medications by Intravenous Push Chapter 21: Heparin Calculations Heparin Heparin Errors Heparin Dosage Strengths Reading Heparin Labels Calculating Subcutaneous Heparin Dosages Calculating Intravenous Heparin Dosages Calculating Heparin Dosages Based on Weight Chapter 22: Pediatric and Adult Dosage Calculations Based on Weight Principles of Pediatric Dosage Calculation Calculating Dosages Based on Body Weight Calculating Adult Dosages Based on Body Weight Calculating Pediatric Dosages Using Body Surface Area Calculating Body Surface Area Using a Formula Calculating Dosages Based on Body Surface Area Fluid Resuscitation After a Burn Injury Intravenous Therapy and Children Calculating Pediatric Intravenous Fluid Maintenance Calculating Intravenous Medications by Burette Determining Whether a Pediatric Intravenous Dosage Is Safe Pediatric Oral and Parenteral Medications Chapter 23: Critical Care Calculations Calculating the Intravenous Flow Rate in Millilitres per Hour Calculating Critical Care Dosages per Hour or per Minute Medications Ordered in Milligrams per Minute Calculating Dosages Based on Micrograms per Kilogram per Minute Intravenous Flow Rates for Titrated Medications Developing a Titration Table

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TEST BANK Gray Morris's Calculate with Confidence 2nd Canadian Edition

Chapter 01: Fractions

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.

= _____

, 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 = ______

ANS: 19/20

18. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.

, – = ________


ANS:

19. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.

 15/3 = ________


ANS:

20. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.
56 ÷ 9/20 = _________


ANS:

21. Indicate the largest number in the following set.
5/6, 5/8: ______

ANS: 5/6

22. Indicate the largest number in the following set.
1/30, 1/4, 1/150: _____

ANS: 1/4

23. Reduce the following fraction to its lowest terms.
34/102 = _____

ANS: 1/3

24. Reduce the following fraction to its lowest terms.
60/1200 = _____

ANS: 1/20

25. Express the following improper fraction as a mixed number. Reduce it to its lowest terms.
With a mixed number, put a space between the whole number and the fraction.
24/18 = ______


ANS:

26. Express the following improper fraction as a mixed number. Reduce it to its lowest terms.
With a mixed number, put a space between the whole number and the fraction.

, 15/13 = ______


ANS:

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

= _____

ANS: 82/9

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

= _____

ANS: 67/10

29. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.

+ = ______


ANS:

30. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.

+ = _____


ANS:

31. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.

= _______


ANS:

32. Perform the indicated operation with fractions. Reduce each to its lowest terms. If the answer
is a mixed number, put a space between the whole number and the fraction.

= _____


ANS:

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