be quick and clear answer please

We candidera ocasionariadenie problem of a retalar that needs to determine the number of four diftarent types of umbrellas to stuck to maximize the profit is usumed that every The decision variables are the number of women umbrellas to stock the number of golf umbrellas to stock 3: the number of meer umbrellas tostock the number of folding unbres to stock The formulation is as folow 2X4130 OCH 154 +2354-social display racks 23.4572 demand 11.12.20 The output of the Management Scientist software is displayed below. 00 Ba C Dustic 2 . UTIH SETTICIDIT Le List Curl Por Last I. 2 14 200 20 By how much can the profit per women's umbrella increase before the optimal solution will change? We consider a decision making problem of a retailer that needs to determine the number of four different types of umbrellas to stock to maximize the profit. It is assumed that every umbrella stocked will be soid. The decision variables are: x1 : the number of women's umbrellas to stock *2 : the number of golf umbrellas to stock x3: the number of men's umbrellas to stock X4: the number of folding umbrellas to stock The LP formulation is as follows: Max 4x4 + 6x2 + 5x3 + 3.5x4 5.t.2x1 + 3x2 + 3x3 + x4 $120.storage space Max 4x4 + 6x2 + 5x3 + 3.5x4 S.t. 2x1 + 3x2 + 3x3 + x4 S 120 - storage space 1.5X1 + 2x2 5 54 - special display racks 2x2 * x3 + x45 72-demand x2 + x3 2 12 - marketing restrictions *1.x2x3.X420 The output of the Management Scientist software is displayed below. Screenshot By how much can the profit per women's umbrella increase before the optimal solution will change? We candidera ocasionariadenie problem of a retalar that needs to determine the number of four diftarent types of umbrellas to stuck to maximize the profit is usumed that every The decision variables are the number of women umbrellas to stock the number of golf umbrellas to stock 3: the number of meer umbrellas tostock the number of folding unbres to stock The formulation is as folow 2X4130 OCH 154 +2354-social display racks 23.4572 demand 11.12.20 The output of the Management Scientist software is displayed below. 00 Ba C Dustic 2 . UTIH SETTICIDIT Le List Curl Por Last I. 2 14 200 20 By how much can the profit per women's umbrella increase before the optimal solution will change? We consider a decision making problem of a retailer that needs to determine the number of four different types of umbrellas to stock to maximize the profit. It is assumed that every umbrella stocked will be soid. The decision variables are: x1 : the number of women's umbrellas to stock *2 : the number of golf umbrellas to stock x3: the number of men's umbrellas to stock X4: the number of folding umbrellas to stock The LP formulation is as follows: Max 4x4 + 6x2 + 5x3 + 3.5x4 5.t.2x1 + 3x2 + 3x3 + x4 $120.storage space Max 4x4 + 6x2 + 5x3 + 3.5x4 S.t. 2x1 + 3x2 + 3x3 + x4 S 120 - storage space 1.5X1 + 2x2 5 54 - special display racks 2x2 * x3 + x45 72-demand x2 + x3 2 12 - marketing restrictions *1.x2x3.X420 The output of the Management Scientist software is displayed below. Screenshot By how much can the profit per women's umbrella increase before the optimal solution will change