The Smart Fertilizer Company produces two types of soil, Fastgro and Nergy. The company has developed...

 

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The Smart Fertilizer Company produces two types of soil, Fastgro and Nergy. The company has developed the following non-lincar optimization model to determine the optimal number of bags of Fastgro (a1) and Nergy (r2) that it must produce each day to maximize profit, given the constraint for available clay. • Determine the optimal number of Fastgro and Nergy bags to create to maximize profit. Profit($) = 30x1 – 2x7 + 25x2 – 0.5x3 max subject to 3x1 + 6x2 = 300 %3D X1, x2 > 0 X1, X2 integer The Smart Fertilizer Company produces two types of soil, Fastgro and Nergy. The company has developed the following non-lincar optimization model to determine the optimal number of bags of Fastgro (a1) and Nergy (r2) that it must produce each day to maximize profit, given the constraint for available clay. • Determine the optimal number of Fastgro and Nergy bags to create to maximize profit. Profit($) = 30x1 – 2x7 + 25x2 – 0.5x3 max subject to 3x1 + 6x2 = 300 %3D X1, x2 > 0 X1, X2 integer

Answer rating: 100% (QA)

Answer Solution 2 z 30 21 2 x 25 U2 056 constrain 3x 6x2 300 ... View the full answer