Final answer:
To find 3 ordered pairs that satisfy the equation 5x + y = 6, we choose different values for x and then solve for y. Examples include (0, 6), (1, 1), and (-1, 11).
Step-by-step explanation:
To list 3 order pairs that satisfy the equation 5x + y = 6, we need to find combinations of x and y that make the equation true. We can select any value for x and solve for y, or vice versa. Here are three possible pairs:
- Let x = 0. Then 5(0) + y = 6, which simplifies to y = 6. So, the ordered pair is (0, 6).
- Let x = 1. Then 5(1) + y = 6, which simplifies to 5 + y = 6, or y = 1. Thus, the ordered pair is (1, 1).
- Let x = -1. Then 5(-1) + y = 6, which simplifies to -5 + y = 6, or y = 11. Therefore, the ordered pair is (-1, 11).
These ordered pairs are just a few examples of the infinite number of solutions that can satisfy a linear equation with two variables.