The average length of time, in minutes, that a customer waits in line for service is given by 60 y < X - y W(x, y) = where y is the average arrival rate, written as the number of customers per hour, and x is the average service rate, written in customers per hour. Evaluate each of the following. (a) W(9, 7) min (b) W(8, 3) min (c) W(9, 6) min (d) W(12, 8) min

Algebra & Trigonometry with Analytic Geometry
13th Edition
ISBN:9781133382119
Author:Swokowski
Publisher:Swokowski
Chapter4: Polynomial And Rational Functions
Section4.6: Variation
Problem 2E
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The average length of time, in minutes, that a customer waits in line for service is given by

W(x, y) = 
60
x − y
, y < x

where y is the average arrival rate, written as the number of customers per hour, and x is the average service rate, written in customers per hour. Evaluate each of the following.

The average length of time, in minutes, that a customer waits in line for service is given by
W(x, y) =
y < x
where y is the average arrival rate, written as the number of customers per hour, and x is the average service rate, written in customers per hour. Evaluate each of the following.
(a) w(9, 7)
min
(b)
W(8, 3)
min
(c) W(9, 6)
min
(d) W(12, 8)
min
Transcribed Image Text:The average length of time, in minutes, that a customer waits in line for service is given by W(x, y) = y < x where y is the average arrival rate, written as the number of customers per hour, and x is the average service rate, written in customers per hour. Evaluate each of the following. (a) w(9, 7) min (b) W(8, 3) min (c) W(9, 6) min (d) W(12, 8) min
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