We are still along the same stretch of road, with a speed limit of \(\quantity{50}{mph}\), and the average speed cameras set at \(\quantity{4}{miles}\) apart. In this instance our first driver spends the same amount of time driving at \(\quantity{46}{mph}\) as he does at \(\quantity{62}{mph}\). Our second driver drives the first half of the distance at \(\quantity{46}{mph}\) and the second half at \(\quantity{62}{mph}\).
- What are the average speeds of each driver? Will either of them be caught speeding?
- What happens if the speed cameras are \(\quantity{10}{miles}\) apart instead? What changes?
