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The patient has an order for heparin 1,300 units per hour. Available is 25,000 units per \( 250 \mathrm{~mL} \) NS. The IV pump would be programmed for \( \mathrm{mL} \) per hour in order to receive t

User Clintm
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Final answer:

To administer heparin at a rate of 1,300 units per hour, the IV pump should be programmed to deliver 13 mL of heparin per hour.

Step-by-step explanation:

The IV pump would need to be programmed to deliver a certain amount of milliliters per hour in order to administer the heparin at a rate of 1,300 units per hour. To calculate the mL per hour, you can use the volume ratio formula:

Volume Ratio = (Ordered Units / Available Units) x Available Volume

Substituting the given values, the calculation would be:

(1,300 units / 25,000 units) x 250 mL = 13 mL

Therefore, the IV pump should be programmed to deliver 13 mL of heparin per hour.

User Onno Kampman
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