To find the solution of the equation, we need to substitute the given values of x and y into the equation and check if it satisfies the equation y = 9x - 2.
Let's check each option:
1) (-1, -11)
Substituting in the equation:
-11 = 9(-1) - 2
-11 = -9 - 2
-11 = -11
This is true, so (-1, -11) is a solution.
2) (0, -2)
Substituting in the equation:
-2 = 9(0) - 2
-2 = 0 - 2
-2 = -2
This is true, so (0, -2) is a solution.
3) (2, 16)
Substituting in the equation:
16 = 9(2) - 2
16 = 18 - 2
16 = 16
This is true, so (2, 16) is a solution.
4) (5, 47)
Substituting in the equation:
47 = 9(5) - 2
47 = 45 - 2
47 = 43
This is false, so (5, 47) is not a solution.
Therefore, the ordered pairs that are solutions of the equation y = 9x - 2 are (-1, -11), (0, -2), and (2, 16).
Which ordered pairs is a solution of the following equation select all that apply.
y=9x-2
1 answer