Mathematics, 18.05.2021 20:20 shamiya15
Visitor’s parking at Ozark College 8 is limited to five spaces only. I Cars making use of this space arrive according to a Poisson distribution at a rate of 6 cars per hour. I Parking time is exponentially distributed with a mean of 30 minutes. I Visitors who cannot find an empty space on arrival may temporarily wait inside the lot until a parked car leaves. I The temporary space can hold only three cars. I Other cars that cannot park or find a temporary waiting space must go elsewhere.
a) What is the probability 6 cars in the system?
b) What is the average number of cars in the lot?
c) What is the average time a car waits for a parking space inside the lot?
d) What is the average time a car spends in the lot?
e) What is the average number of occupied parking spaces?
Answers: 2
Mathematics, 21.06.2019 18:50
Expresa commuter train leaves downtown sation and travels at a average speed of 55 miles per hour towards the north side sation, which is 50miles away. thirty minutes later, express commuter train #7 leaves north side and travels at a average speed of 35miles per hour towards downtown sation. at the moment the two trains pass each other, how far(in miles) is train #12 from the downtown sation and how long(in minutes) has the #12 train been traveling
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Mathematics, 21.06.2019 23:30
Written as a simplified polynomial in standard form, what is the result when (2x+8)^2(2x+8) 2 is subtracted from 8x^2-38x 2 −3?
Answers: 3
Visitor’s parking at Ozark College 8 is limited to five spaces only. I Cars making use of this space...
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