Answer:
Explanation:
To maximize the objective function z = 6x + 13y, we want to find the point from the given options that yields the highest value of z. We can do this by calculating z for each option:
Option 1: (2, 5)
z = 6(2) + 13(5) = 12 + 65 = 77
Option 2: (4, 3)
z = 6(4) + 13(3) = 24 + 39 = 63
Option 3: (1, 7)
z = 6(1) + 13(7) = 6 + 91 = 97
Option 4: (6, 2)
z = 6(6) + 13(2) = 36 + 26 = 62