In Myanmar?, seven ?laborers, each making the equivalent of $ 3.50 per? day, can
ID: 327706 • Letter: I
Question
In Myanmar?, seven ?laborers, each making the equivalent of $ 3.50 per? day, can produce 38 units per day. In China?, eleven ?laborers, each making the equivalent of $ 2.00 per? day, can produce 51 units. In Billings comma Montana?, three ?laborers, each making $ 57.00 per? day, can make 100 units. Based on labor cost per unit? only, the most economical location to produce the item is ? Billings, Montana China Myanmar ?, with a labor cost per unit of ?$_____. ?(Enter your response rounded to two decimal? places.)
The following table gives the map coordinates and the shipping loads for a set of cities that we wish to connect through a central hub City Map Coordinates (x,y) (5,12) (7,9) (3,8) (9,5) (8,9) (2,2) Shipping Load 4 14 14 10 4 a) For the location of the proposed new central hub, the coordinates should be near: x- 5.10 (round your response to two decimal places) y-7.27 (round your response to two decimal places) b) If the shipments from city A triple, for the location of the proposed new central hub, the coordinates should be near: x-5.09 (round your response to two decimal places) y(round your response to two decimal places)Explanation / Answer
Let’s calculate the labor cost per unit.
Myanmar
7 labors make 38 unit. This means 1 labor makes 38/7 units per day.
The cost of making 38/7 unit is $3.5. This means that cost of making 1 unit (using 1 labor) is 3.5/(38/7)
= $0.64
Similarly in China
Unit labor cost = 2/(51/11) = $0.43
In Montana
Unit labor cost = 57/(100/3) = $1.71
The correct answer is China with a cost of $0.43.
The correct answer is 7.82 (for the value of Y) for the facily location problem. Change the value of load for city A from 4 to 12 and calculate the X0 and Y0 using the same method.
X0 = Sum(XiLi) / Sum(Li)
Y0 = Sum(YiLi) / Sum(Li)
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