There are 5 departments that have same size and the activity relationship chart is given below. Construct a block layout using Systematic Layout Planning (SLP) approach. Show your work! 1 2 3 4 5 כ A E A O x O E O

Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
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### Problem Statement:

There are five departments that are of the same size. The activity relationship chart provided is shown below. Construct a block layout using the Systematic Layout Planning (SLP) approach. Show your work!

### Activity Relationship Chart:

The provided chart indicates the level of interaction or the relationship between different departments. The importance of these relationships is marked with the following letters:

- **A** = Absolutely necessary
- **E** = Especially important
- **I** = Important
- **O** = Ordinary closeness is okay
- **U** = Unimportant
- **X** = Undesirable

#### Activity Relationship Table:

The given chart shows the interrelationships among the five departments, labeled as "1" through "5". The table is provided below:

|      | 1  | 2  | 3  | 4  | 5  |
|------|----|----|----|----|----|
| **1**| -  | I  | U  | A  | E  |
| **2**|    | -  | A  | O  | E  |
| **3**|    |    | -  | O  | E  |
| **4**|    |    |    | -  | E  |
| **5**|    |    |    |    | -  |

Use this data to construct an optimal block layout that minimizes the undesirable interactions while maximizing necessary and important ones according to the SLP method. Ensure to clearly show your calculations and logical steps taken throughout the process.

**Note:** Understanding and application of Systematic Layout Planning methodology is crucial for solving this problem. Review the principles specific to SLP if needed.
Transcribed Image Text:### Problem Statement: There are five departments that are of the same size. The activity relationship chart provided is shown below. Construct a block layout using the Systematic Layout Planning (SLP) approach. Show your work! ### Activity Relationship Chart: The provided chart indicates the level of interaction or the relationship between different departments. The importance of these relationships is marked with the following letters: - **A** = Absolutely necessary - **E** = Especially important - **I** = Important - **O** = Ordinary closeness is okay - **U** = Unimportant - **X** = Undesirable #### Activity Relationship Table: The given chart shows the interrelationships among the five departments, labeled as "1" through "5". The table is provided below: | | 1 | 2 | 3 | 4 | 5 | |------|----|----|----|----|----| | **1**| - | I | U | A | E | | **2**| | - | A | O | E | | **3**| | | - | O | E | | **4**| | | | - | E | | **5**| | | | | - | Use this data to construct an optimal block layout that minimizes the undesirable interactions while maximizing necessary and important ones according to the SLP method. Ensure to clearly show your calculations and logical steps taken throughout the process. **Note:** Understanding and application of Systematic Layout Planning methodology is crucial for solving this problem. Review the principles specific to SLP if needed.
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