Find an Objective Function That Has a Minimum Value at the Indicated

Multiple Choice

Find an objective function that has a minimum value at the indicated vertices A and D of the constraint region shown below.

A) Answer will vary. Sample answer is $z = 0$
B) Answer will vary. Sample answer is $z = 5 x + 6 y$
C) Answer will vary. Sample answer is $z = 6 x + 5 y$ .
D) Answer will vary. Sample answer is $z = 5 y$
E) Answer will vary. Sample answer is $z = 6 x$