Question: View the Transition Probability Matrix for California (below) which highlights the internal workforce at Siemens. The probabilities (shown in bold) are based on annual rates
- View the Transition Probability Matrix for California (below) which highlights the internal workforce at Siemens. The probabilities (shown in bold) are based on annual rates that are averaged over a three-year period. You will need to complete the chart using the preliminary recommendations/number of approved roles for the upcoming fiscal year. See Phillips, BB for an overview of transitional matrixes
- Assume that Siemen's prior workforce analysis for this position, which was conducted three years prior, has predicted the need for 400 FT and 150 PT roles in their California operations
| Transition Probability Matrix for: Full and Part Time Wind Turbine Service Technicians, using prior three year averages PT=Part time FT=Full time WTST = Wind Turbine Service Technician | ||||||||
Job code | Grade | FT WTST | PT WTST | Sr WTST | Team Leader | Exit/ Turnover | Employees in current roles | |
FT WTST | 1 | 50% | 10% | 15% | 5% | 20% | 400 | |
PT WTST | 1 | 20% | 50% | 0 | 0 | 30% | 150 | |
Sr. WTST | 3 | 5% | 0 | 85% | 5% | 5% | 60 | |
Team Lead | 5 | 0 | 0 | 0 | 65% | 35% | 20 |
- The organization has also gathered data, using the same three-year average to predict how many individuals need to be process at each of the 4-stage hiring process. Please leverage this information for understanding the Full-time and Part-time WTST role
| Siemens 3 Year Historical Hiring Profile Analysis: Wind Turbine Service Technician Internal: Historically 100% of the part-time WTST's accept the offered promotion to full-time External: Historical analysis tells them the following:
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Step 2: Data analysis
Use the data obtained in Step 1 to analyze the potential future trends for this Critical Talent Role considering all of the data you have gathered thus far related to supply, demand, internal movement and your judgement regarding whether historical trends are suitable for predicting future staffing needs for this Role.
I need help with Step 2, analyzing the data. Can you please provide me with an explanation?
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