Two ambulances, \(\text{A}\) and \(\text{B}\), are travelling along a straight road, both with the same constant velocity, \(v\). Both ambulances have their sirens on and the sounds produced are identical and have a constant frequency.
Ambulance \(\text{A}\) is travelling directly towards a stationary observer, while ambulance \(\text{B}\) is travelling directly away from the stationary observer, as shown in the diagram below.
Which one of the following best describes the frequency of each siren as measured by the stationary observer, compared to the frequency the observer would measure if the ambulances were stationary?
- The observer measures each siren's frequency to be lower.
- The observer measures each siren's frequency to be higher.
- The observer measures the frequency of ambulance \(\text{A}\)'s siren to be lower and the frequency of ambulance \(\text{B}\)'s siren to be higher.
- The observer measures the frequency of ambulance \(\text{A}\)'s siren to be higher and the frequency of ambulance \(\text{B}\)'s siren to be lower.