A patient is to be given a medication for 84 hours. How many days does this time period cover?

Master the NLN PAX Mathematics 1 Exam with our comprehensive study guide and quizzes. Test your knowledge with multiple choice questions tailored for the PAX Math exam, featuring detailed explanations and tips to enhance your preparation and increase your chances of success.

Multiple Choice

A patient is to be given a medication for 84 hours. How many days does this time period cover?

Explanation:
One day has 24 hours, so to see how many days 84 hours covers, divide by 24: 84 ÷ 24 = 3.5. That’s three days and 12 hours, i.e., three and a half days. The other options don’t match 84 hours: three days is 72 hours, four days is 96 hours, and three and three-quarters days is 90 hours. So the time period is three and a half days.

One day has 24 hours, so to see how many days 84 hours covers, divide by 24: 84 ÷ 24 = 3.5. That’s three days and 12 hours, i.e., three and a half days. The other options don’t match 84 hours: three days is 72 hours, four days is 96 hours, and three and three-quarters days is 90 hours. So the time period is three and a half days.

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