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A nurse sets a 500-mL solution to infuse intravenously at a rate of 10 drops per minute. If the drop factor is 20 drops

per milliliter, how many hours and minutes will it take to administer the solution?
It will take hours
(Type whole numbers.)
...
minutes to administer the solution.

1 Answer

4 votes

Answer: To find how many hours and minutes it will take to administer the solution, we need to calculate the total number of drops and then convert it to hours and minutes.

Given:

Volume of solution = 500 mL

Rate of infusion = 10 drops per minute

Drop factor = 20 drops per milliliter

Step 1: Calculate the total number of drops in the solution.

Total drops = Volume of solution (mL) * Drop factor (drops per mL)

Total drops = 500 mL * 20 drops/mL

Total drops = 10000 drops

Step 2: Calculate the time in minutes to administer the solution.

Time (minutes) = Total drops / Rate of infusion (drops per minute)

Time (minutes) = 10000 drops / 10 drops per minute

Time (minutes) = 1000 minutes

Step 3: Convert the time to hours and minutes.

Since 1 hour = 60 minutes, we can find the number of hours and the remaining minutes.

Number of hours = Time (minutes) / 60

Number of hours = 1000 minutes / 60

Number of hours ≈ 16.67 hours

To find the remaining minutes, we use the remainder after dividing by 60:

Remaining minutes = Time (minutes) % 60

Remaining minutes = 1000 minutes % 60

Remaining minutes = 40 minutes

So, it will take approximately 16 hours and 40 minutes to administer the solution.

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