(Solved) : Question Linear Programming Minimizing Project Completion Time Please Explain Slides Decis Q42762566 . . .

This question is about Linear Programming: Minimizing ProjectCompletion Time.

Can you please explain to me these slides? what are the decisionvariables? Can you walk me through the constraints?

Convert to SmartArt Picture Arange Quick Styles Design deas Sens Setting Up the Problem 4 Employees: Senior Associate wpertis

Linear Programming Transitions Animations Tue 11-19 PM Slide Show Review View Acrobat Share Comments AV Aa Convert to SmartAr

WQ Constraints: S.T. Employees can work on more than one project within the same week Employee 1:X11+X12+X13+X15 < 4 Employee

Convert to SmartArt Picture Arrange Quick Styles Des de Constraints: Employees can work on More than one project within the s

Convert to SmartArt Picture Arange Quick Styles Design deas Sens Setting Up the Problem 4 Employees: Senior Associate wpertise in Real Estate and Sports (Employee 1) Junior Associate w/expertise in Real Estate and Consulting (Employee 2) Junior Associate w/expertise in Fashion and Legal work (Employee 3) Junior Associate w/expertise Real Estate, Fashion, and Consulting (Employee 4) 5 Projects: Real Estate (P1) Fashion (P2) Sports (P3) Consulting (P4) Legal (P5) Linear Programming Transitions Animations Tue 11-19 PM Slide Show Review View Acrobat Share Comments AV Aa Convert to SmartArt Picture Arange Quick Design Sensitivit Create snd Styles Adbe POF Calculations Client Projects (i) Employees (i) Real Estate Fashion Sports Consulting Legal 8.5 1 2.5 4 35 42.5 7.5 2 4.5 3 14 31.5 40.3 5.5 4.2 4 Objective Function (Minimize project hours worked) 200 2.5X11+8.5X12+ 4X13+35X15+ 7.5X21+42.5X24+ 4.5X32+14X33+31.5X35+ 5.5X41+4.2X42+ 40.3X44 dd notes Comments Notes We were unable to transcribe this imageConvert to SmartArt Picture Arrange Quick Styles Des de Constraints: Employees can work on More than one project within the same week Employee 1: X1 1+X12+X13+X15<= 4 Employee 2: X21 + X24 <=2 1) 1×11+1×12+1×13+1×15<4 2) 1×21+1×24<2 3) Employee 3: X32+ X33+X35<=3 1×32+1×33+1lx35<3 Employee 4: X41 +X42 +X44 <= 3 4) 1×41+1×42+lx44<3 5) 1×11+1×21+1×31+1×41<3 Projects can’t be worked by more than 2-3 employees within same week 6) 1×12+1×22+1lx32+1×42<3 1×13+1×23+1lx33+1×43<2 7) 8) 9) 10) 11) 12) 13) 1×14+1×24+lx34+1×44<2 P1:X11+X21+X31 +X41 < 3 1×15+1×25+lx35+1×45<2 1×14-0 P2: X12+X22+ X32+X42 <= 3 1×22-0 P3: X13+X23+ X33+ X43 <= 2 1×23-0 1×25 0 P4: X14+X24 +X34 +X44 <=2 14) 15) 16) 17) 18) 1×31-0 1×34-0 1×43-0 P5: X15+X25+ X35+ X45 <=2 1×45-0 Employees’ available hours per week for projects 2.5×11+8.5×12+4×13+35×15<50 7.5×21+42.5×24<50 4.5×32+14×33+31.5×35<50 5.5×41+4.2×42+40.3×44<50 2.5X11 +8.5X12+4X13+35X15<=50 19) 20) 21) 7.5X2142.5X24 < 50 4.5X3214X33+31.5X35<<= 50 5.5X41+4.2X42 +40.3X44 <= 50 Show transcribed image text Convert to SmartArt Picture Arange Quick Styles Design deas Sens Setting Up the Problem 4 Employees: Senior Associate wpertise in Real Estate and Sports (Employee 1) Junior Associate w/expertise in Real Estate and Consulting (Employee 2) Junior Associate w/expertise in Fashion and Legal work (Employee 3) Junior Associate w/expertise Real Estate, Fashion, and Consulting (Employee 4) 5 Projects: Real Estate (P1) Fashion (P2) Sports (P3) Consulting (P4) Legal (P5)
Linear Programming Transitions Animations Tue 11-19 PM Slide Show Review View Acrobat Share Comments AV Aa Convert to SmartArt Picture Arange Quick Design Sensitivit Create snd Styles Adbe POF Calculations Client Projects (i) Employees (i) Real Estate Fashion Sports Consulting Legal 8.5 1 2.5 4 35 42.5 7.5 2 4.5 3 14 31.5 40.3 5.5 4.2 4 Objective Function (Minimize project hours worked) 200 2.5X11+8.5X12+ 4X13+35X15+ 7.5X21+42.5X24+ 4.5X32+14X33+31.5X35+ 5.5X41+4.2X42+ 40.3X44 dd notes Comments Notes

Convert to SmartArt Picture Arrange Quick Styles Des de Constraints: Employees can work on More than one project within the same week Employee 1: X1 1+X12+X13+X15

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Answer to This question is about Linear Programming: Minimizing Project Completion Time. Can you please explain to me these slides…

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