Answer:
Explanation:
To identify the minimum or maximum of an objective function, we need to test the ordered pairs in the function and compare the output values. Since you mentioned an objective function without specifying the actual function itself, I'll assume a general format for the function as f(x,y)f(x,y).
Let's evaluate the function for each of the given ordered pairs:
f(6,0)f(6,0)
f(9,0)f(9,0)
f(0,12)f(0,12)
f(0,0)f(0,0)
f(0,6)f(0,6)
f(4.5,3)f(4.5,3)
After evaluating the function for each ordered pair, we will be able to see which one yields the minimum or maximum value.
Since I don't have the specific objective function, I can't perform the evaluations. However, you can do it by plugging the values of xx and yy into the objective function and calculating the output for each pair. Once you have the output values, compare them to find the minimum or maximum.
If you have the actual objective function, feel free to provide it, and I can assist you further in finding the minimum or maximum.