To find a point that maintains an equivalent ratio with the given point (1, 4), we need to determine a point that has the same x-coordinate or y-coordinate ratio.
The ratio between the y-coordinates of both points (1, 4) and (1, 3) is 4/3. To maintain an equivalent ratio, we need to choose a point with the same x-coordinate as (1, 4) and a y-coordinate that maintains the 4/3 ratio.
Considering the options provided, we can choose the point (0, 3) which has an x-coordinate of 0, just like (1, 4), and the ratio between the y-coordinates of both points is 4/3.
Thus, the coordinate pair to plot on the coordinate plane is (0, 3).
Choose the coordinate pair to plot on the coordinate plane so the ratio stays equivalentjavascript:void(0);. (1, 4) (1, 3) Left Parenthesis 1 comma 3 Right Parenthesis (0, 4)
3 answers
thats wrong thea options are
1,4
4,1
1,3
0,4
1,4
4,1
1,3
0,4
Apologies for the confusion.
To maintain an equivalent ratio with the given point (1, 4), we need to choose a point that has the same x-coordinate or y-coordinate ratio.
The ratio between the x-coordinates of both points (1, 4) and (1, 3) is 1/1, which means the x-coordinates are already equivalent.
Therefore, the coordinate pair to plot on the coordinate plane is (1,3).
To maintain an equivalent ratio with the given point (1, 4), we need to choose a point that has the same x-coordinate or y-coordinate ratio.
The ratio between the x-coordinates of both points (1, 4) and (1, 3) is 1/1, which means the x-coordinates are already equivalent.
Therefore, the coordinate pair to plot on the coordinate plane is (1,3).