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Intertrode The head of IT at Intertrode must assign six new programmers to offices. The following closeness matrix shows the expected frequency of contact between
Intertrode
The head of IT at Intertrode must assign six new programmers to offices. The following closeness matrix shows the expected frequency of contact between programmers. The block plan shows the available office locations (1-6) for the six programmers (A-F). Assume equal-sized offices and rectilinear distance. Owing to their tasks, programmer C must be assigned to location 3 and programmer D to location 4.
Contacts between programmers | ||||||
Programmer | A | B | C | D | E | F |
A | - | 6 | 3 | 8 | ||
B | - | 4 | ||||
C | - | |||||
D | - | 13 | ||||
E | - | |||||
F | - |
1 | 2 | 3 C |
4 D | 5 | 6 |
- What are the best locations for the other four programmers?
- What is the ld/wd-score for your layout?
There is no need to calculate all 24 alternative layouts. There are actually three different layouts for the minimum ld score.
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