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FULL TEST BANK
Calculate with Confidence 8th Edition
Complete Test bank, All Chapters are included. Table of content
Chapter 1: Fractions
Chapter 2: Decimals
Chapter 3: Ratio and Proportion
Chapter 4: Percentages
Chapter 5: Metric System
Chapter 6: Apothecary and Household Systems and Additional Measures Used in Medication
Administration
Chapter 7: Converting Within and Between Systems
Chapter 8: Additional Conversions Useful in the Health Care Setting
Chapter 9: Medication Administration
Chapter 10: Understanding and Interpreting Medication Orders
Chapter 11: Medication Administration Records and Drug Distribution Systems
Chapter 12: Reading Medication Labels
Chapter 13: Dosage Calculation Using the Ratio and Proportion Method
Chapter 14: Dosage Calculation Using the Formula Method
Chapter 15: Dosage Calculation Using the Dimensional Analysis Method
Chapter 16: Oral Medications
Chapter 17: Parenteral Medications
Chapter 18: Reconstitution of Solutions
Chapter 19: Insulin
Chapter 20: Intravenous Solutions and Equipment
Chapter 21: Intravenous Calculations
Chapter 22: Heparin Calculations
Chapter 23: Critical Care Calculations
Chapter 24: Pediatric and Adult Dosage Calculations Based on Weight Chapter 01: Fractions Morris: Calculate with Confidence, 8th Edition COMPLETION 1. Reduce the following fraction to lowest terms. 54/81 = _____ ANS: 2/3 PTS: 1 2. Reduce the following fraction to lowest terms. 105/135 = _____ ANS: 7/9 PTS: 1 3. Reduce the following fraction to lowest terms. 39/65 = _____ ANS: 3/5 PTS: 1 4. Change the following improper fraction to a whole or mixed number. 325/16 = _____ ANS: 20 5/16 PTS: 1 5. Change the following improper fraction to a whole or mixed number. 1,500/100 = _____ ANS: 15 PTS: 1 6. Change the following improper fraction to a whole or mixed number. 193/62 = _____ ANS: 3 7/62 PTS: 1 7. Change the following mixed number to an i mproper fraction. 12 1/8 = _____ ANS: 97/8 PTS: 1 8. Change the following mixed number to an improper fraction. 29 2/3 = _____ ANS: 89/3 PTS: 1 9. Perform the indicated operation and reduce to lowest terms. 1/12 + 6/12 + 5/12 = ____ ANS: 1 PTS: 1 10. Perform the indicated operation and reduce to lowest terms. 3/8 – 1/3 = _____ ANS: 1/24 PTS: 1 11. Perform the indicated operation and reduce to lowest terms. 4/5 5/16 = _____ ANS: 1/4 PTS: 1 12. Perform the indicated operation and reduce to lowest terms. 1/12 1/15 = _____ ANS: 1/180 PTS: 1 13. Perform the indicated operation and reduce to lowest terms. 3/5 ÷ 5 = _____ ANS: 3/25 PTS: 1 14. Perform the indicated operation and reduce to lowest terms. 1/100 ÷ 1/200 = _____ ANS: 2 PTS: 1 15. Indicate which fraction is the largest. 1/100, 1/150, 1/200: _____ ANS: 1/100 PTS: 1 16. Arrange the following fractions from smallest to largest. 1/6, 1/5, 1/8, 1/4, 1/3: _______________ ANS: 1/8, 1/6, 1/5, 1/4, 1/3 PTS: 1 17. Perform the indicated operation with fractions. Reduce to lo west terms as indicated. 1/5 + 1/2 + 1/4 = _____ ANS: 19/20 PTS: 1 18. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 16 5/6 – 14 3/8 = ____ ANS: 2 11/24 PTS: 1 19. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 6 10/12 15/3 = _____ ANS: 34 1/6 PTS: 1 20. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 56 ÷ 9/20 = _____ ANS: 124 4/9 PTS: 1 21. Indicate the largest number in the following set. 5/6, 5/8: _____ ANS: 5/6 PTS: 1 22. Indicate the largest number in the following set. 1/30, 1/4, 1/150: _____ ANS: 1/4 PTS: 1 23. Reduce the following fraction to lowest terms. 34/102 = _____ ANS: 1/3 PTS: 1 24. Reduce the following fraction to lowest terms. 60/1200 = _____ ANS: 1/20 PTS: 1 25. Express the following improper fraction as a mixed number. Reduce to lowest terms. 24/18 = _____ ANS: 1 1/3 PTS: 1 26. Express the following improper fraction as a mixed number. Reduce to lowest terms. 15/13 = _____ ANS: 1 2/13 PTS: 1 27. Change the following mixed number to an improper fraction. 9 1/9 = _____ ANS: 82/9 PTS: 1 28. Change the following mixed number to an improper fraction. 6 7/10 = _____ ANS: 67/10 PTS: 1 29. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 6 5/16 + 5 3/16 = _____ ANS: 11 1/2 PTS: 1 30. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 4 3/10 + 2 2/10 = _____ ANS: 6 1/2 PTS: 1 31. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 3 1/5 + 3 2/3 + 2 1/2 = _____ ANS: 12 11/30 PTS: 1 32. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 1 2/4 + 3 1/3 = _____ ANS: 4 5/6 PTS: 1 33. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 15/21 – 10/21 = _____ ANS: 5/21 PTS: 1 34. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 8/16 – 1/4 = _____ ANS: 1/4 PTS: 1 35. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 14 – 5/9 = _____ ANS: 13 4/9 PTS: 1 36. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 6 1/4 – 2 5/8 = ____ ANS: 3 5/8 PTS: 1 37. Perform t he indicated operation with fractions. Reduce to lowest terms as indicated. 5 1/3 – 1 7/12 = _____ ANS: 3 3/4 PTS: 1 38. A client received 2 1/2 ounces (oz) of medication at breakfast and 2 1/3 oz at lunch. How many oz of medication has the client received? _____ ANS: 4 5/6 oz PTS: 1 39. A client weighed 147 1/2 pounds (lb), lost 6 3/4 lb due to illness. How many pounds does the client now weigh? ____ ANS: 140 3/4 lb PTS: 1 40. A client drank 2/3 of a 12 ounce (oz) can of seltzer water. How many ounces of seltzer water did the client d rink? ______ ANS: 8 oz PTS: 1 41. A client is supposed to drink a 10 -ounce (oz) bottle of magnesium citrate before an X -ray study. The client was able to drink 4 oz. How much of the magnesium citrate remains? (Express answer as a fraction reduced to lo west terms.) ______ ANS: 2/5 bottle PTS: 1 42. The nurse is instructed to give a client 2/3 of a cup of solution. If 1 cup = 24 0 milliliters (mL), how many mL should the nurse administer? _____ ANS: 160 mL PTS: 1 43. A bottle of tablets(tabs) has 90 scored tablets so that each tablet (tab) can be divided into two pieces. If a typical dose is tab, how many doses does the bottle contain? ______ ANS: 180 doses PTS: 1 44. The nurse administers ounces of a medication four times a day to a client for 5 days. How much medication did the client receive over th e 5 days? _______ ANS: 25 ounces PTS: 1 45. One tablet contains 250 milligrams of medication. How many milligrams are in tablets? _______ ANS: 1,125 milligrams PTS: 1 Chapter 02: Decimals Morris: Calculate with Confidence, 8th Edition COMPLETION 1. Change the following to a decimal. Carry division three places as indicated. Do not round off. 1/64 = _____ ANS: 0.015 PTS: 1 2. Change the following to a decimal. Carry division three places as indicated. Do not round off. 5/18 = _____ ANS: 0.277 PTS: 1 3. Change the following decimal to a fraction. Reduce to lowest terms if indicated. 7.025 = _____ ANS: 7 1/40 PTS: 1 4. Change the following decimal to a fraction. Reduce to lowest terms if indicated. 0.0001 = _____ ANS: 1/10,000 PTS: 1 5. Identify the decimal with the largest value in the following set. 0.6, 0.128 = _____ ANS: 0.6 PTS: 1 6. Identify the decimal with the largest value in the following set. 0.7, 0.67, 0.86: _____ ANS: 0.86 PTS: 1 7. Round off the following decimal to the nearest tenth. 3.539 = _____
VERIFIED ANSW ERS | DOW NLOAD IM M EDIATELY AFTER THE ORDER
For more Test banks, ATI, HESI exams, and more contact us.
FULL TEST BANK
Calculate with Confidence 8th Edition
Complete Test bank, All Chapters are included. Table of content
Chapter 1: Fractions
Chapter 2: Decimals
Chapter 3: Ratio and Proportion
Chapter 4: Percentages
Chapter 5: Metric System
Chapter 6: Apothecary and Household Systems and Additional Measures Used in Medication
Administration
Chapter 7: Converting Within and Between Systems
Chapter 8: Additional Conversions Useful in the Health Care Setting
Chapter 9: Medication Administration
Chapter 10: Understanding and Interpreting Medication Orders
Chapter 11: Medication Administration Records and Drug Distribution Systems
Chapter 12: Reading Medication Labels
Chapter 13: Dosage Calculation Using the Ratio and Proportion Method
Chapter 14: Dosage Calculation Using the Formula Method
Chapter 15: Dosage Calculation Using the Dimensional Analysis Method
Chapter 16: Oral Medications
Chapter 17: Parenteral Medications
Chapter 18: Reconstitution of Solutions
Chapter 19: Insulin
Chapter 20: Intravenous Solutions and Equipment
Chapter 21: Intravenous Calculations
Chapter 22: Heparin Calculations
Chapter 23: Critical Care Calculations
Chapter 24: Pediatric and Adult Dosage Calculations Based on Weight Chapter 01: Fractions Morris: Calculate with Confidence, 8th Edition COMPLETION 1. Reduce the following fraction to lowest terms. 54/81 = _____ ANS: 2/3 PTS: 1 2. Reduce the following fraction to lowest terms. 105/135 = _____ ANS: 7/9 PTS: 1 3. Reduce the following fraction to lowest terms. 39/65 = _____ ANS: 3/5 PTS: 1 4. Change the following improper fraction to a whole or mixed number. 325/16 = _____ ANS: 20 5/16 PTS: 1 5. Change the following improper fraction to a whole or mixed number. 1,500/100 = _____ ANS: 15 PTS: 1 6. Change the following improper fraction to a whole or mixed number. 193/62 = _____ ANS: 3 7/62 PTS: 1 7. Change the following mixed number to an i mproper fraction. 12 1/8 = _____ ANS: 97/8 PTS: 1 8. Change the following mixed number to an improper fraction. 29 2/3 = _____ ANS: 89/3 PTS: 1 9. Perform the indicated operation and reduce to lowest terms. 1/12 + 6/12 + 5/12 = ____ ANS: 1 PTS: 1 10. Perform the indicated operation and reduce to lowest terms. 3/8 – 1/3 = _____ ANS: 1/24 PTS: 1 11. Perform the indicated operation and reduce to lowest terms. 4/5 5/16 = _____ ANS: 1/4 PTS: 1 12. Perform the indicated operation and reduce to lowest terms. 1/12 1/15 = _____ ANS: 1/180 PTS: 1 13. Perform the indicated operation and reduce to lowest terms. 3/5 ÷ 5 = _____ ANS: 3/25 PTS: 1 14. Perform the indicated operation and reduce to lowest terms. 1/100 ÷ 1/200 = _____ ANS: 2 PTS: 1 15. Indicate which fraction is the largest. 1/100, 1/150, 1/200: _____ ANS: 1/100 PTS: 1 16. Arrange the following fractions from smallest to largest. 1/6, 1/5, 1/8, 1/4, 1/3: _______________ ANS: 1/8, 1/6, 1/5, 1/4, 1/3 PTS: 1 17. Perform the indicated operation with fractions. Reduce to lo west terms as indicated. 1/5 + 1/2 + 1/4 = _____ ANS: 19/20 PTS: 1 18. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 16 5/6 – 14 3/8 = ____ ANS: 2 11/24 PTS: 1 19. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 6 10/12 15/3 = _____ ANS: 34 1/6 PTS: 1 20. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 56 ÷ 9/20 = _____ ANS: 124 4/9 PTS: 1 21. Indicate the largest number in the following set. 5/6, 5/8: _____ ANS: 5/6 PTS: 1 22. Indicate the largest number in the following set. 1/30, 1/4, 1/150: _____ ANS: 1/4 PTS: 1 23. Reduce the following fraction to lowest terms. 34/102 = _____ ANS: 1/3 PTS: 1 24. Reduce the following fraction to lowest terms. 60/1200 = _____ ANS: 1/20 PTS: 1 25. Express the following improper fraction as a mixed number. Reduce to lowest terms. 24/18 = _____ ANS: 1 1/3 PTS: 1 26. Express the following improper fraction as a mixed number. Reduce to lowest terms. 15/13 = _____ ANS: 1 2/13 PTS: 1 27. Change the following mixed number to an improper fraction. 9 1/9 = _____ ANS: 82/9 PTS: 1 28. Change the following mixed number to an improper fraction. 6 7/10 = _____ ANS: 67/10 PTS: 1 29. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 6 5/16 + 5 3/16 = _____ ANS: 11 1/2 PTS: 1 30. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 4 3/10 + 2 2/10 = _____ ANS: 6 1/2 PTS: 1 31. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 3 1/5 + 3 2/3 + 2 1/2 = _____ ANS: 12 11/30 PTS: 1 32. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 1 2/4 + 3 1/3 = _____ ANS: 4 5/6 PTS: 1 33. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 15/21 – 10/21 = _____ ANS: 5/21 PTS: 1 34. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 8/16 – 1/4 = _____ ANS: 1/4 PTS: 1 35. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 14 – 5/9 = _____ ANS: 13 4/9 PTS: 1 36. Perform the indicated operation with fractions. Reduce to lowest terms as indicated. 6 1/4 – 2 5/8 = ____ ANS: 3 5/8 PTS: 1 37. Perform t he indicated operation with fractions. Reduce to lowest terms as indicated. 5 1/3 – 1 7/12 = _____ ANS: 3 3/4 PTS: 1 38. A client received 2 1/2 ounces (oz) of medication at breakfast and 2 1/3 oz at lunch. How many oz of medication has the client received? _____ ANS: 4 5/6 oz PTS: 1 39. A client weighed 147 1/2 pounds (lb), lost 6 3/4 lb due to illness. How many pounds does the client now weigh? ____ ANS: 140 3/4 lb PTS: 1 40. A client drank 2/3 of a 12 ounce (oz) can of seltzer water. How many ounces of seltzer water did the client d rink? ______ ANS: 8 oz PTS: 1 41. A client is supposed to drink a 10 -ounce (oz) bottle of magnesium citrate before an X -ray study. The client was able to drink 4 oz. How much of the magnesium citrate remains? (Express answer as a fraction reduced to lo west terms.) ______ ANS: 2/5 bottle PTS: 1 42. The nurse is instructed to give a client 2/3 of a cup of solution. If 1 cup = 24 0 milliliters (mL), how many mL should the nurse administer? _____ ANS: 160 mL PTS: 1 43. A bottle of tablets(tabs) has 90 scored tablets so that each tablet (tab) can be divided into two pieces. If a typical dose is tab, how many doses does the bottle contain? ______ ANS: 180 doses PTS: 1 44. The nurse administers ounces of a medication four times a day to a client for 5 days. How much medication did the client receive over th e 5 days? _______ ANS: 25 ounces PTS: 1 45. One tablet contains 250 milligrams of medication. How many milligrams are in tablets? _______ ANS: 1,125 milligrams PTS: 1 Chapter 02: Decimals Morris: Calculate with Confidence, 8th Edition COMPLETION 1. Change the following to a decimal. Carry division three places as indicated. Do not round off. 1/64 = _____ ANS: 0.015 PTS: 1 2. Change the following to a decimal. Carry division three places as indicated. Do not round off. 5/18 = _____ ANS: 0.277 PTS: 1 3. Change the following decimal to a fraction. Reduce to lowest terms if indicated. 7.025 = _____ ANS: 7 1/40 PTS: 1 4. Change the following decimal to a fraction. Reduce to lowest terms if indicated. 0.0001 = _____ ANS: 1/10,000 PTS: 1 5. Identify the decimal with the largest value in the following set. 0.6, 0.128 = _____ ANS: 0.6 PTS: 1 6. Identify the decimal with the largest value in the following set. 0.7, 0.67, 0.86: _____ ANS: 0.86 PTS: 1 7. Round off the following decimal to the nearest tenth. 3.539 = _____
