There are three sequential operations (Station 1, Satiation 2, and Station 3) in a process. Incoming applications go to station-1 first, then to Station-2, finally to station-3, and then leave the process. There are 3 resources in Station-1, 4 resources in Station-2, and 4 resources in Station-3. The processing time (Tp) at Station-1, Station-2, and Station-3 are 6, 6, 10 minutes, respectively. Compute the hourly capacity of this system. Enter your answer with ONE decimal point.
There are three sequential operations (Station 1, Satiation 2, and Station 3) in a process. Incoming applications go to station-1 first, then to Station-2, finally to station-3, and then leave the process. There are 3 resources in Station-1, 4 resources in Station-2, and 4 resources in Station-3. The processing time (Tp) at Station-1, Station-2, and Station-3 are 6, 6, 10 minutes, respectively. Compute the hourly capacity of this system. Enter your answer with ONE decimal point.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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
Transcribed Image Text:There are three sequential operations (Station 1,
Satiation 2, and Station 3) in a process. Incoming
applications go to station-1 first, then to Station-2,
finally to station-3, and then leave the process. There
are 3 resources in Station-1, 4 resources in Station-2,
and 4 resources in Station-3. The processing time (Tp)
at Station-1, Station-2, and Station-3 are 6, 6, 1O
minutes, respectively.
Compute the hourly capacity of this system. Enter
your answer with ONE decimal point.
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