For each ordered pair (x, y)determine whether it is a solution to the inequality x<1
(9,-5)
(1,8)
(2,1)
(-1,-4)
To determine whether each ordered pair is a solution to the inequality x < 1, we need to check if the x-coordinate is less than 1.
For the ordered pair (9, -5), the x-coordinate is 9, which is greater than 1. Therefore, it is not a solution to the inequality x < 1.
For the ordered pair (1, 8), the x-coordinate is 1, which is equal to 1. Since the inequality states x < 1, this pair is not a solution to the inequality.
For the ordered pair (2, 1), the x-coordinate is 2, which is greater than 1. Thus, it is not a solution to the inequality x < 1.
For the ordered pair (-1, -4), the x-coordinate is -1, which is less than 1. Therefore, it satisfies the inequality x < 1.
In summary,
(9, -5) is not a solution to x < 1.
(1, 8) is not a solution to x < 1.
(2, 1) is not a solution to x < 1.
(-1, -4) is a solution to x < 1.