Continuation. In the preceding highway model, assume there are vehicles on the highway at time 0 at locations that form a Poisson process N 0 (·) with rate λ, and this process is independent of the...

Continuation. In the preceding highway model, assume there are vehicles on the highway at time 0 at locations that form a Poisson process N₀(·) with rate λ, and this process is independent of the other vehicles. The sojourn times of these vehicles on the highway are like those of the other vehicles vehicles, and they all operate under the distribution G_x(v, t) = G(v)(1 − e^−μt). Solve parts (b)–(d) of the preceding exercise.