Department 3 has 2500 hours. Transfers are allowed to departments 2 and 4, and from departments 1 and 2. If Ai measures the labor hours allocated to department i and Tij the hours transferred from department i to department j, then a.T13 + T23 − T32 − T34 − A3 = 2500. b.A3 + T13 + T23 − T32 − T34 = 2500. c.T31 + T32 − T23 − T43 + A3 = 2500. d.A3 − T13 − T23 + T32 + T34 = 2500.

Department 3 has 2500 hours. Transfers are allowed to departments 2 and 4, and from departments 1 and 2. If Ai measures the labor hours allocated to department i and Tij the hours transferred from department i to department j, then a.T13 + T23 − T32 − T34 − A3 = 2500. b.A3 + T13 + T23 − T32 − T34 = 2500. c.T31 + T32 − T23 − T43 + A3 = 2500. d.A3 − T13 − T23 + T32 + T34 = 2500.

Operations Research : Applications and Algorithms

4th Edition

ISBN:9780534380588

Author:Wayne L. Winston

Publisher:Wayne L. Winston

Chapter20: Queuing Theory

Section20.2: Modeling Arrival And Service Processes

Problem 3P

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Question

Department 3 has 2500 hours. Transfers are allowed to departments 2 and 4, and from departments 1 and 2. If A_i measures the labor hours allocated to department i and T_ij the hours transferred from department i to department j, then

a.T₁₃ + T₂₃ − T₃₂ − T₃₄ − A₃ = 2500.

b.A₃ + T₁₃ + T₂₃ − T₃₂ − T₃₄ = 2500.

c.T₃₁ + T₃₂ − T₂₃ − T₄₃ + A₃ = 2500.

d.A₃ − T₁₃ − T₂₃ + T₃₂ + T₃₄ = 2500.

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