Chapter 2.4, Problem 4G

It might seem like it would be really complicated to convert this rate into liters per minute, but dimensional analysis will save the day. If we’re going to end up with liters per minute, we’ll need to get rid of $\text{mL}$ in the numerator and replace it with L, and we’ll need to get rid of hr in the denominator and replace it with min. This can be accomplished in one calculation if we multiply by two different conversion factors that eliminate the unwanted units, just like we did in the class portion. Do that now. Focus on putting the units you want to eliminate on the OPPOSITE side of the fraction when writing your conversion factors. Write your answer in decimal and scientific notation.