Determine which ordered pair is a solution of y equals 8x..
(1 point)
Responses
the ordered pair (0, 8)
Image with alt text: the ordered pair (0, 8)
the ordered pair (negative 1, 8)
Image with alt text: the ordered pair (negative 1, 8)
the ordered pair (1.5, 10)
Image with alt text: the ordered pair (1.5, 10)
The ordered pair (0, 8) is a solution of the equation y = 8x.
To determine which ordered pair is a solution of y equals 8x, we need to substitute each ordered pair into the equation and see if it satisfies the equation.
Substituting the ordered pair (0, 8) into the equation:
y = 8x
8 = 8(0)
8 = 0
Since 8 does not equal to 0, the ordered pair (0, 8) is not a solution of the equation.
Substituting the ordered pair (negative 1, 8) into the equation:
y = 8x
8 = 8(negative 1)
8 = -8
Again, 8 does not equal to -8, so the ordered pair (negative 1, 8) is not a solution of the equation.
Substituting the ordered pair (1.5, 10) into the equation:
y = 8x
10 = 8(1.5)
10 = 12
Once again, 10 does not equal to 12, so the ordered pair (1.5, 10) is also not a solution of the equation.
Therefore, none of the given ordered pairs are a solution of the equation y equals 8x.