answer all questions, please
Usma Lnear Fregrammang, tond tha best production mik de yard gates: 3. Nurntes of modei hertes to tee prosuced = b. Nunber of model 8 cales to be procuced = C. Chris Beehners prole =$ d. Nmount of unused streer = ib e. Amount urused sinc= The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate requires blending a company has avaliable a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of 125lb of steel and 20I $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc. Retail on model B gat manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Bechner's profit =$ d. Amount of unused steel = Ib e. Amount of unused zinc = Ib 1. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? yard gates, called model A and model B. Every gate requires blending a certain amount of steel and zinc; the of zinc. Each model A gate requires a mixture of 125lb of steel and 20lb of zinc. Retail on model A gate is I B gate requires 100lb of steel and 30lb of zinc. Retail on model B gate is $445, the expense to nitted to manufacture at least 160 model B gates. gates. 20lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every g company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zin manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gate Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = lb e. Amount of unused zinc = lb f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate rei company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of 125I $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc. Reth manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ [Select ] d. Amount of unused steel = Ib e. Amount of unused zinc = Ib f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every 8 company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gater Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = lb e. Amount of unused zinc = lb f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zir manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gate Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = Ib e. Amount of unused zinc = f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of 1 $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc. manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = Ib e. Amount of unused zinc = lb f. What if Beehner decided y 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate requires blending a certain amount of steet and zinc: $355, the expense to manufacture the gate is $240, Each model B gate requires 100ib of ateel and 30 ib of zinc. Retal on model B gate is $445, the expense to manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = ib e. Amount of unused zinc = 1. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? Usma Lnear Fregrammang, tond tha best production mik de yard gates: 3. Nurntes of modei hertes to tee prosuced = b. Nunber of model 8 cales to be procuced = C. Chris Beehners prole =$ d. Nmount of unused streer = ib e. Amount urused sinc= The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate requires blending a company has avaliable a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of 125lb of steel and 20I $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc. Retail on model B gat manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Bechner's profit =$ d. Amount of unused steel = Ib e. Amount of unused zinc = Ib 1. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? yard gates, called model A and model B. Every gate requires blending a certain amount of steel and zinc; the of zinc. Each model A gate requires a mixture of 125lb of steel and 20lb of zinc. Retail on model A gate is I B gate requires 100lb of steel and 30lb of zinc. Retail on model B gate is $445, the expense to nitted to manufacture at least 160 model B gates. gates. 20lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every g company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zin manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gate Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = lb e. Amount of unused zinc = lb f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate rei company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of 125I $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc. Reth manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ [Select ] d. Amount of unused steel = Ib e. Amount of unused zinc = Ib f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every 8 company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gater Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = lb e. Amount of unused zinc = lb f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zir manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gate Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = Ib e. Amount of unused zinc = f. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate company has available a total of 25,000lb of steel and 6,000lb of zinc. Each model A gate requires a mixture of 1 $355, the expense to manufacture the gate is $240. Each model B gate requires 100lb of steel and 30lb of zinc. manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = Ib e. Amount of unused zinc = lb f. What if Beehner decided y 120lbs, what impact would it have on profit? The Chris Beehner Company manufactures two lines of designer yard gates, called model A and model B. Every gate requires blending a certain amount of steet and zinc: $355, the expense to manufacture the gate is $240, Each model B gate requires 100ib of ateel and 30 ib of zinc. Retal on model B gate is $445, the expense to manufacture the gate is $340. Additionally, the company is committed to manufacture at least 160 model B gates. Using Linear Programming, find the best production mix of yard gates. a. Number of model A gates to be produced = b. Number of model B gates to be produced = c. Chris Beehner's profit =$ d. Amount of unused steel = ib e. Amount of unused zinc = 1. What if Beehner decided to increase the amount of zinc by 120lbs, what impact would it have on profit
