Table 10-7
The Elastic Firm has two products coming on the market: Zigs and Zags.To make a Zig,the firm needs 10 units of product A and 15 units of product B.To make a Zag,they need 20 units of product A and 30 units of product B.There are only 2,000 units of product A and 3,200 units of product B available to the firm.The profit on a Zig is $4 and on a Zag it is $6.Management objectives in order of their priority are:
(1) Produce exactly 50 Zigs.
(2) Achieve a target profit of at least $750.
(3) Use all of the product B available.
Let X1 = number of Zigs,X2 = number of Zags.
d1- = underachievement of Zig goal
d1+ = overachievement of Zig goal
d2- = underachievement of profit target
d2+ = overachievement of profit target
d3- = unused product B
d3+ = additional amount of product B needed
-In the goal programming problem described in Table 10-7,what is the optimal solution?
A) X1 = 75 + X2 = 91.67
B) X1 = 91.67 + X2 = 50
C) X1 = 50 + X2 = 75
D) X1 = 50 + X2 = 91.67
E) X1 = 75 + X2 = 50
Correct Answer:
Verified
Q57: Terms that are minimized in goal programming
Q58: Consider the following 0-1 integer programming problem:
Q59: The following Q60: Consider the following 0 - 1 integer Q61: Table 10-5 Q63: Agile Bikes has manufacturing plants in Salt Q64: A model containing a linear objective function Q65: Table 10-3 Q66: Table 10-7 Q67: Table 10-4 ![]()
Maximize Z = 34 X1 +
A company has decided to use
The Elastic Firm has two products![]()
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