possibleAt a parking lot, the attendant can wait on 60 people per hour. If people arrive randomlyat an average rate of x cars per hour, the average number of cars N waiting to exit the lot is given by theequation below, where x< 60. Complete parts (a) and (b).N(x) =3000 - 50x(a) Approximate x when N(x) = 8.X=(Round to the nearest whole number as needed.)(b)Interpret your answer. Choose the correct answer below.O A. If cars arrive, on average, at 53 per hour, the line will be, on average, 8 cars long.B. The parking attendant can wait on 52 cars per hour when people arrive randomly at an averagerate of 8 cars per hour.O C. If cars arrive, on average, at 52 per hour, the line will be, on average, 8 cars long.O D. The parking attendant can wait on 53 cars per hour when people arrive randomly at an averagerate of 8 cars per hour.

At a parking lot, the attendant can wait on 60 people per hour. If people arrive randomly at an average rate of x cars per hour, the average number of cars N waiting to exit the lot is given by the equation below, where x< 60. Complete parts (a) and (b). N(x) = 3000 - 50x ... (a) Approximate x when N(x) = 8. X= | (Round to the nearest whole number as needed.) (b) Interpret your answer. Choose the correct answer below. A. If cars arrive, on average, at 53 per hour, the line will be, on average, 8 cars long. B. The parking attendant can wait on 52 cars per hour when people arrive randomly at an average rate of 8 cars per hour. O C. If cars arrive, on average, at 52 per hour, the line will be, on average, 8 cars long. O D. The parking attendant can wait on 53 cars per hour when people arrive randomly at an average rate of 8 cars per hour.