You are modeling the selection of team members for your newly authorized project. Let P1 through P12 represent the 12 pe
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You are modeling the selection of team members for your newly authorized project. Let P1 through P12 represent the 12 pe
You are modeling the selection of team members for your newly authorized project. Let P1 through P12 represent the 12 people you can select for this project from your workgroup. There is not a specific requirement for how many people can be assigned to the project. The following 'vector' represents the relative experience levels (in years) of the 12 possible project members (i.e., the experience level of the 7th person P7 is "2"). <3,7,4,5,10,1,2,8,4,5,6,9> Algebraically, identify the best constraint which reflects the following requirement: At least 25% of those selected for the project must be staff with experience levels greater than or equal to 7. P2 + P5 + P8 + P12 >= 1 -P1 + P2 -P3 - P4 +P5 - P6 - P7 + P8 -P9 - P10 P11 + P12 >= 0 0.25 * (P1 + P2 + P3 + P4 + P5 + P6+ P7 + P8 +P9 + P10 + P11 + P12) >= 0 0.25P1 -0.75P2 +0.25P3 + 0.25P4 -0.75P5 +0.25P6 + 0.25 P7 -0.75P8 +0.25P9 +0.25P10 +0.25P11 - 0.75P12 <= 0
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