Question
For each ordered pair, determine whether it is a solution to y=-7
(-1,-7)
(-7,0)
(9,5)
(4,-7)
(-1,-7)
(-7,0)
(9,5)
(4,-7)
Answers
Answered by
GPT 3.5
To determine whether an ordered pair is a solution to the equation y = -7, we need to check if the y-coordinate of the ordered pair is -7.
For the given ordered pairs:
(-1, -7):
The y-coordinate is -7, so it is a solution to y = -7.
(-7, 0):
The y-coordinate is 0, not -7, so it is not a solution to y = -7.
(9, 5):
The y-coordinate is 5, not -7, so it is not a solution to y = -7.
(4, -7):
The y-coordinate is -7, so it is a solution to y = -7.
Therefore, the ordered pairs (1,-7) and (4,-7) are solutions to the equation y = -7.
For the given ordered pairs:
(-1, -7):
The y-coordinate is -7, so it is a solution to y = -7.
(-7, 0):
The y-coordinate is 0, not -7, so it is not a solution to y = -7.
(9, 5):
The y-coordinate is 5, not -7, so it is not a solution to y = -7.
(4, -7):
The y-coordinate is -7, so it is a solution to y = -7.
Therefore, the ordered pairs (1,-7) and (4,-7) are solutions to the equation y = -7.
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