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Nursing question. IV question. Given volume and flow rate what time will is take for the bag to run dry? Student have to round to the nearest quarter of an hour.
- David Sherwood didn't think this was a question that should be asked
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\nIf 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.
", "advice": "\\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{timerounded} \\text{ hr (to two decimal places)}\\\\&=\\var{finalhours} \\text{ hours and } \\var{finalminutes} \\text{ minutes (to the nearest 15 minutes)} \\end{align}
\n\\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{timerounded} \\text{ hours} \\end{align}
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\n[[0]] hours [[1]] minutes (to the nearest 15 minutes)
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