A client is to receive 2 liters of IV fluid at 125 ml/hr. How long should the nurse expect the IV fluids to last?
Document number of hours.
The Correct Answer is ["16"]
Total Volume (ml) / Rate (ml/hr) = Time (hr).
For a client receiving 2 liters of IV fluid at a rate of 125 ml/hr,
Convert liters to milliliters (since 1 liter = 1000 ml, therefore 2 liters = 2000 ml). Then, divide the total volume by the rate: 2000 ml / 125 ml/hr = 16 hours.
So, the nurse should expect the IV fluids to last for 16 hours.
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Naxlex Comprehensive Predictor Exams
Related Questions
Correct Answer is B
Explanation
B. Such an assessment helps in determining the level of assistance the client will need and ensures the safety of both the client and the nurse.
A. Helping the client to sit at the edge of the bed allows them to acclimate to being upright, assess their readiness to stand, and ensures their safety before attempting to walk. However, it is not the priority.
C. After assisting the client to a sitting position at the edge of the bed and assessing their readiness, the nurse can proceed to help the client into a standing position. However, it is not the priority.
D. This option may be necessary if the client requires two-person assistance due to their condition, mobility status, or safety concerns. However, asking for assistance typically comes after assessing the client's readiness and ensuring they are positioned correctly for ambulation.
Correct Answer is ["1705"]
Explanation
To calculate the cumulative fluid intake for the client from 3 p.m. to 11 p.m., convert all measurements to the same unit and then sum them up.
First, convert ounces to milliliters (1 ounce = 29.5735 ml). The tea is 4 ounces, which is approximately 118 ml, and the soda is 6 ounces, approximately 177 ml.
Add all the liquid intake: chicken broth (120 ml) + tea (118 ml) + ice cream (assumed to be 240 ml for 1 cup) + soda (177 ml) + water (550 ml) + half the volume of ice chips (as half the volume of ice chips is water, so 250 ml). The total intake is 120 + 118 + 240 + 177 + 550 + 500= 1705 ml.
Since the intake and output are calculated at 2200, and the client has not consumed anything after 2115, the cumulative fluid intake for the shift is 1705 ml.
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