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a) The objective function, for the LP model = Minimize Z = 5X AB +8X AC +6 XAE + 0X BB +4 XBC Subject to: +12 XBE + 4XCB +0XCC +7XCE + 7X DB + 2X DC +5XDE + 12 XEB+7XEC+0XEE XAB+XAC +XAE = 750 X BB+X BC +X BE = 600 XCB+XCC +X CE = 150 XDB +XDC+X DE = 800 XEB +XEC +XEE = 500 XAB + XBB + XCB + XDB + X EB X AC + XBC + XCC + X DC + XEC A B number of students in sector number of students in sector number of students in sector number of students in sector C D number of students in sector E ≤1,000 school B capacity ≤1,000 school C capacity ХАЕ + ХВЕ For all X;; ≥0 + XCE + XDE + XEE ≤1,000 school E capacity non negativity condition b) Using a computer software for solving LP, the objective value at the optimal solution achieved is: Minimum number of total miles traveled (objective value) = (round your response to a whole number).

a) The objective function, for the LP model = Minimize Z = 5X AB +8X AC +6 XAE + 0X BB +4 XBC Subject to: +12 XBE + 4XCB +0XCC +7XCE + 7X DB + 2X DC +5XDE + 12 XEB+7XEC+0XEE XAB+XAC +XAE = 750 X BB+X BC +X BE = 600 XCB+XCC +X CE = 150 XDB +XDC+X DE = 800 XEB +XEC +XEE = 500 XAB + XBB + XCB + XDB + X EB X AC + XBC + XCC + X DC + XEC A B number of students in sector number of students in sector number of students in sector number of students in sector C D number of students in sector E ≤1,000 school B capacity ≤1,000 school C capacity ХАЕ + ХВЕ For all X;; ≥0 + XCE + XDE + XEE ≤1,000 school E capacity non negativity condition b) Using a computer software for solving LP, the objective value at the optimal solution achieved is: Minimum number of total miles traveled (objective value) = (round your response to a whole number).

Practical Management Science
Practical Management Science
6th Edition
ISBN:9781337406659
Author:WINSTON, Wayne L.
Publisher:WINSTON, Wayne L.
Chapter2: Introduction To Spreadsheet Modeling
Section: Chapter Questions
Problem 20P: Julie James is opening a lemonade stand. She believes the fixed cost per week of running the stand...
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a) The objective function, for the LP model = Minimize Z = 5X AB +8X AC +6 XAE + 0X BB +4 XBC Subject to: +12 XBE + 4XCB +0XCC +7XCE + 7X DB + 2X DC +5XDE + 12 XEB+7XEC+0XEE XAB+XAC +XAE = 750 X BB+X BC +X BE = 600 XCB+XCC +X CE = 150 XDB +XDC+X DE = 800 XEB +XEC +XEE = 500 XAB + XBB + XCB + XDB + X EB X AC + XBC + XCC + X DC + XEC A B number of students in sector number of students in sector number of students in sector number of students in sector C D number of students in sector E ≤1,000 school B capacity ≤1,000 school C capacity ХАЕ + ХВЕ For all X;; ≥0 + XCE + XDE + XEE ≤1,000 school E capacity non negativity condition b) Using a computer software for solving LP, the objective value at the optimal solution achieved is: Minimum number of total miles traveled (objective value) = (round your response to a whole number).
Transcribed Image Text:a) The objective function, for the LP model = Minimize Z = 5X AB +8X AC +6 XAE + 0X BB +4 XBC Subject to: +12 XBE + 4XCB +0XCC +7XCE + 7X DB + 2X DC +5XDE + 12 XEB+7XEC+0XEE XAB+XAC +XAE = 750 X BB+X BC +X BE = 600 XCB+XCC +X CE = 150 XDB +XDC+X DE = 800 XEB +XEC +XEE = 500 XAB + XBB + XCB + XDB + X EB X AC + XBC + XCC + X DC + XEC A B number of students in sector number of students in sector number of students in sector number of students in sector C D number of students in sector E ≤1,000 school B capacity ≤1,000 school C capacity ХАЕ + ХВЕ For all X;; ≥0 + XCE + XDE + XEE ≤1,000 school E capacity non negativity condition b) Using a computer software for solving LP, the objective value at the optimal solution achieved is: Minimum number of total miles traveled (objective value) = (round your response to a whole number).
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