Dosage Calculations
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Foundational Skills
Preliminary Skills Diagnostic Test1 Quiz -
Whole Numbers3 Lessons|3 Quizzes
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Fractions7 Lessons|7 Quizzes
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Decimals6 Lessons|6 Quizzes
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Ratios and Proportions3 Lessons|3 Quizzes
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Percentages4 Lessons|4 Quizzes
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Measurements and Conversions10 Lessons|10 Quizzes
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Standard System Conversions: Liquid
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Standard System Conversions: Weight
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Standard System Conversions: Distance
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Metric Units and Conversions
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Metric and Standard Conversions: Distance
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Metric and Standard Conversions: Liquid
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Metric to Standard Conversions: Weight
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Military Time Conversions: Standard and Military
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Temperature Conversions: Celsius and Fahrenheit
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Roman Numerals
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Standard System Conversions: Liquid
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Dosage Calculation SkillsProblem Solving5 Lessons|5 Quizzes
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Oral Medications2 Lessons|2 Quizzes
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Parenteral Medications1 Lesson|1 Quiz
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Intravenous Medications7 Lessons|7 Quizzes
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Weight and Height Based Calculations3 Lessons|3 Quizzes
Welcome to the Word Problems with Whole Numbers Quiz. This 20-question, untimed assessment checks your understanding of the lesson and provides explanations for each answer. Mastering these fundamental skills is crucial for accurate dosage calculations, better patient care, and safety.
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Question 1 of 20
1. Question
This month, a hospital admitted 2,435 patients. Last month, the hospital admitted 3,124 patients. What is the total number of patients the hospital admitted in the last two months?
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Question 2 of 20
2. Question
On Saturday, a patient receives 425 mL of a fluid solution. On Sunday, the same patient receives 356 mL of the solution. How much of the solution did the patient receive over the weekend?
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Question 3 of 20
3. Question
Holly ran 8.5 miles on Monday and 6.8 miles on Tuesday. How many more miles did she run on Monday compared to Tuesday?
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Question 4 of 20
4. Question
Brian saved $2,125 over the summer. The following fall, he spent $1,260 on books and supplies for school. How much does Brian have left from what he saved over the summer?
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Question 5 of 20
5. Question
Michael received twelve 278 mg doses of medication over a twelve-day period. What is the total number of milligrams of medication Michael received over the twelve-day period?
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Question 6 of 20
6. Question
One case of bandages contains 40 bandages. How many bandages are there in 15 cases?
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Question 7 of 20
7. Question
It takes 384 grams of flour to make one cherry pie. If 22 cherry pies need to be baked, how many grams of flour is needed?
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Question 8 of 20
8. Question
Each passenger car for a train can hold up to 72 people. If the train has 576 passengers, how many passenger cars are there in the train given each passenger car is full?
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Question 9 of 20
9. Question
Pam runs the same distance each day for 7 consecutive days. If Pam runs 105 km throughout this period of time, how many km did she run each day?
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Question 10 of 20
10. Question
Over the course of a two-week period, a nurse administers a total of 2380 mg of medication to a patient. If an equal dosage is administered to the patient each day, what is the daily dosage administered?
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Question 11 of 20
11. Question
A medication is administered to a patient over a twelve-hour period. The patient is initially given 155 mL of the medication. Six hours later, another 175 mL of the medication is administered. Six hours after the second dose is administered, the third dose is administered and is 32 mL less than the initial dose. What is the total dosage of the medication administered to the patient over the twelve-hour period?
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Question 12 of 20
12. Question
A department store has a three-day sale on designer jeans. On Saturday, the store sells $568 of jeans. On Sunday, it sells $628 worth of jeans. On Monday, it sells one-half of what it sold on Saturday. What is the total amount of money the department store collected for the sales of the designer jeans over the three-day period?
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Question 13 of 20
13. Question
Hans has three times as many rare coins as Sue. Miles has 15 more rare coins than Sue. If Miles has 25 rare coins, how many do Hans and Sue have?
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Question 14 of 20
14. Question
You and three of your friends are staying in a rental house for a weekend vacation. The cost of renting the house for the weekend is $885.76 which will be split evenly between the four of you. There is also a cleaning fee. It is determined that each of you will pay $20 to cover the cost of the cleaning fee. How much does each of you pay in total to stay in the house?
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Question 15 of 20
15. Question
You purchase four window blinds for your house for $85 each from a window shop. You decide to have them delivered. There is a $60 delivery fee. What is the total amount of money you paid the window shop?
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Question 16 of 20
16. Question
After her hip surgery, Kim is required to walk 1100 meters every two days. The first day she walked 420 meters. On the second day, she walks one and half times farther than she did the first day. Did Kim walk at least the required distance over the two-day period?
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Question 17 of 20
17. Question
You decide to drive from the northern end of the state of Californiaβs coastline to its southern end. You make the trip in three days. On the third day you drive twice as far as you did on the second day. On the first day, you drive 120 miles more than on the second day. You drive 190 miles on the second day. How long is the coastline of California?
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Question 18 of 20
18. Question
Jeffery has $5,000 in his savings account. He buys a laptop computer that costs $875 with the money in his savings account. He also buys a printer that is $545 less than the computer he bought. Finally, Jeffery bought an office desk and chair that costs twice as much as the printer. How much does Jeffery have left in his savings after his three purchases?
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Question 19 of 20
19. Question
Tucker took a drug for three consecutive days. On the first day, he took 150mL of the drug. On the third day, he took three times the amount of the drug that he took on the first day. On the second day, he took 20mL less of the drug than he took on the third day. How many mL did Tucker take over the three-day period?
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Question 20 of 20
20. Question
There are 300 students going on a field trip on four buses. The second bus has one-half the number of students that the first bus has. The third bus has 20 less students than the first bus has on it. If the first bus has 100 students on it, what is the average number of students on the third and fourth buses?
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