A bicycle is traveling at a speed of 15.5 miles per hour. What is the speed in feet per minute?
Hey!
So let's start off by doing some conversions.
(Whisper) there's \(5280\) feet in a mile (Whisper)
Ok, since we already know that \(1\) mi = \(5280\) ft,
We can set up a ratio to figure out that \(15.5\) mi = \((15.5 \times 5280\)) = \(81,840\) ft.
Now, that's not our answer just yet.
We have to do the second conversion.
Because we know how time works, there's \(60\) minutes in an hour.
We need the speed in \(\frac{\text{ft}}{\text{min}}\), so we have \(\frac{81840}{60}\) = \(\boxed{1,364 \frac{\text{ft}}{\text{min}}}\)
Via dimensional analysis.....note how things cancel out and you are left with f / m
15.5 mile / hr x 1 hr / 60 m x 5280 ft / mile = 1364 f / min