Two have two points that are seven units from point c and have the same y-coordinates as point c, we can proceed as follows:
1. The coordinates of point C are (1, -4). Therefore, the y-coordinate is -4.
2. We need that one of the points will be seven units from point C but having the same y-coordinate. Then, we need to move the points seven units to the right ( + 7) from point C. The x-coordinate for point C is 1. Then, we have:
1 + 7 = 8
Therefore, one of the point is (8, -4)
3. To find the other point, we can follow the same procedure as before, but, this time, we can subtract 7 units (-7) (then, the point will be at the left of point C):
1 - 7 = -6
Therefore, the other point is (-6, -4).
In summary, the points that are seven units from point C and also share the same y-coordinates are:
• (8, -4) and
,
• (-6, -4)
We can see this, graphically, as follows: