The completed ordered pairs are: (6, 29), (-1, 34), and (1, -6).
An ordered pair is of the form (x, y), which is defined by a relation y = f(x).
In the question, we are asked to determine the y-value of each ordered pair based on the given x-value, by the relation y = 7x - 13.
1. (6, _):
x-value = 6.
Substituting x = 6, in the relation y = 7x - 13, we get:
y = 7(6) - 13,
or, y = 42 - 13,
or, y = 29.
Thus, the complete ordered pair is (6, 29).
2. (-3, _):
x-value = -3.
Substituting x = -3, in the relation y = 7x - 13, we get:
y = 7(-3) - 13,
or, y = -21 - 13,
or, y = -34.
Thus, the complete ordered pair is (-1, -34).
3. (7, _):
x-value = 1.
Substituting x = 1, in the relation y = 7x - 13, we get:
y = 7(1) - 13,
or, y = 7 - 13,
or, y = -6.
Thus, the complete ordered pair is (1, -6).
Thus, the completed ordered pairs are: (6, 29), (-1, 34), and (1, -6).
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