x|y
6|2
12|4
24|8
33|11
It appears that you have provided a set of points in the form of (x, y). To find a pattern or relationship between the values of x and y, we can examine their ratios.
Let's calculate the ratio x/y for each pair of points:
For the first pair (6, 2), the ratio x/y is 6/2 = 3.
For the second pair (12, 4), the ratio x/y is 12/4 = 3.
For the third pair (24, 8), the ratio x/y is 24/8 = 3.
For the fourth pair (33, 11), the ratio x/y is 33/11 = 3.
It is evident that the ratio x/y remains constant at 3 for all the given points. Therefore, the relationship between x and y is that y is one-third of x, or more precisely, y = (1/3)x.
To further verify this relationship, you can test it with additional points or plug in any value of x to find the corresponding value of y using the equation y = (1/3)x.