POM-QM for Windows can be packaged with the Management Science texts Introduction to Management Science by Taylor and Quantitative Analysis for Management by Render, Stair & Hannah as well as the the Operations Management textbooks Operations Management, Principles of Operations Management, and Operations Management: the Flex version all by Heizer & Render and Operations Management by Krajewski, Ritzman and Malhotra. This package is the most user-friendly available in the fields of Operations Management, Quantitative methods or Management Science due to standardization with the Windows interface, flexibility, user-oriented design, and user support.

The software can be set to display the POM modules, the QM modules or both POM and QM modules. In the new version of the Windows software, POM for Windows, QM for Windows and DS for Windows have been combined into one flexible product - POM-QM for Windows.

It is recommended that they use the maximal spanning tree and remap the flights to attain maximum profits.This software package contains the installation files for Version 3 of POM-QM for Windows including POM for Windows and QM for Windows and Version 3 Excel OM/QM by Howard J.

The profits per passenger which Northeastern airlines got shows the advantages should have a more significant weightage to benefit from using the maximal spanning tree. This theory model also shows there are multiple methods for generating a spanning tree and applying this model, for this case study however the logical approach is to use the algorithm and list out your edges. Running head: #11 – Y.M Northeastern Airlines Page - 7 Note: You can also use QM for Windows: See screenshot below Table for revised cost per passenger: From To Cost Per Passenger Boston, MA Burlington, VT 21 Hartford, CT Nashua, NH 22 Hartford, CT Newark, NJ 17 Nashua, NH Burlington, VT 14 Nashua, NH Boston, MA 18 Orono, ME Nashua, NH 13 State College, PA Hartford, CT 16 State College, PA Syracuse, NY 15 Syracuse, NY Hartford, CT 12 Total: =21+22+17+14+18+13+16+15+12 =148 Justification & Solution: We can see from the maximal spanning tree it needs to be realized per every passenger the generated model and graph shows the theory and logic behind it supporting that the maximized profit will be attained from every passenger if you use the maximal spanning tree.

Excel qm for windows