Mountain Laurel Vineyards produces three kinds of wineMountain Blanc, Mountain Red, and Mountain Blush. The company has 17 tons of grapesavailable to produce wine this season. A cask of Blanc requires 0.21 tons of grapes, a cask of Red requires 0.24 tons, and a cask of Blushrequires 0.18 tons. The vineyard has enough storage space in its aging room to store 80 casks of wine.The vineyard has 2,500 hours of production capacity, and it requires 12 hours to produce a cask of Blanc, 14.5 hours to produce a cask of Red,and 16 hours to produce a cask of Blush. From past sales the vineyard knows that demand for the Blush will be no more than half of the sales ofthe other two wines combined. The profit for a cask of Blanc is $7,500, the profit for a cask of Red is $8,200, and the profit for a cask of Blush is$10,500 If the vineyard were to determine that the profit from Red was $7,600 instead of $8,200, how would that affect the optimal solution?
Mountain Laurel Vineyards produces three kinds of wineMountain Blanc, Mountain Red, and Mountain Blush. The company has 17 tons of grapes
available to produce wine this season. A cask of Blanc requires 0.21 tons of grapes, a cask of Red requires 0.24 tons, and a cask of Blush
requires 0.18 tons. The vineyard has enough storage space in its aging room to store 80 casks of wine.
The vineyard has 2,500 hours of production capacity, and it requires 12 hours to produce a cask of Blanc, 14.5 hours to produce a cask of Red,
and 16 hours to produce a cask of Blush. From past sales the vineyard knows that demand for the Blush will be no more than half of the sales of
the other two wines combined. The profit for a cask of Blanc is $7,500, the profit for a cask of Red is $8,200, and the profit for a cask of Blush is
$10,500 If the vineyard were to determine that the profit from Red was $7,600 instead of $8,200, how would that affect the optimal solution?
Trending now
This is a popular solution!
Step by step
Solved in 2 steps
