Respuesta :
Answer:
The Answer is A) 2
Explanation:
Drawing details from the question, the formula for calculating Average Waiting Time under the Single -Server Queue Model is given as:
Average Waiting Time = (Average No of customers waiting in line)
λ
> λ is a mathematical symbol pronounced Lambda and here refers to Rate of Arrival.
> We have Average Waiting Time = 8
> We have λ (Average Rate of Arrival) = 15 People every hour (that is 60 Minutes)
> that is 15/60= 0.25
Therefore λ = 0.25
> Lets assume that Average No. of Customers Waiting in Line is C
Our formula (by substituting the various factors above now becomes
8 = C/0.25
To get, we cross multiply. So we have:
C = 8 x 0.25
C = 2 thefore the Average No. of Customers waiting according to the single-server queue model given the above conditions is 2.
Cheers!
A consumer is the beneficiary of a commodity, service, product, or idea gained from a seller, vendor, or supplier via a financial transaction or exchange for money or some other emoluments in sales, commerce, and economics.
The average number of customers waiting according to the single-server queue model is 2.
The formula for determining Average Waiting Time under the Single-Server Queue Model, as derived from the question, is as follows:
(Average Number of Customers in Queue)
Average Waiting Time is a mathematical symbol that is spelled Lambda and relates to the Rate of Arrive.
We have a Delay of 8 minutes
We have (Average Rate of Arrival) = 15 people every hour (60 minutes )which is 15/60= 0.25.
Assume that the average number of customers waiting in line is C.
By adding the multiple aspects above, our formula now becomes 8 = C/0.25
We cross multiply to obtain. As a result, we have:
C = 0.25 x 8 C = 2
Therefore the Average No. of Customers waiting according to the single-server queue model given the above conditions is 2.
To know more about the number of customers, refer to the link below:
https://brainly.com/question/1281767
