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\\begin{align}\\text{time (hr)}&=\\frac{\\text{volume (mL)}}{\\text{flow rate (mL/hr)}}\\\\&=\\frac{\\var{V}\\text{ mL}}{\\var{r} \\text{ mL/hr}}\\\\&=\\var{h} \\text{ hours and } 0 \\text{ minutes} \\end{align}

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\\begin{align}\\text{time (hr)}&=\\frac{\\text{volume (mL)}}{\\text{flow rate (mL/hr)}}\\\\&=\\frac{\\var{V}\\text{ mL}}{\\var{r} \\text{ mL/hr}}\\\\&\\approx \\var{time} \\text{ hours} \\\\&=\\var{h} \\text{ hours and } \\var{m} \\text{ minutes}\\end{align}

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\\begin{align}\\text{time (hr)}&=\\frac{\\text{volume (mL)}}{\\text{flow rate (mL/hr)}}\\\\&=\\frac{\\var{V}\\text{ mL}}{\\var{r} \\text{ mL/hr}}\\\\&= \\var{time} \\text{ hours} \\\\&=\\var{h} \\text{ hours and } \\var{m} \\text{ minutes}\\end{align}

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Your patient is ordered $\\var{V}$ mL of intravenous (IV) normal saline. If the IV is set at $\\var{r}$ mL/hr, how long will it take to deliver the fluid?

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[[0]] hours [[1]] minutes

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Evaluate the following without using a calculator.

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If you are unsure of how to do a question, click on Reveal answers to see the full working. Then, once you understand how to do the question, click on Try another question like this one to start again.

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