What steps are needed to apply another point on this graph of equivalent ratios

Answer:
OPTION B
Step-by-step explanation:
Note that the graph represents the function f(x) = 2x.
Because the points are: [tex]$ (1, 2), (2, 4), (3, 6), \hdots $[/tex].
So, to mark the next point, take any two points on the graph, say [tex]$ (1, 2) \hspace{2mm} \& \hspace{2mm} (2, 4) $[/tex].
From (1, 2) to reach (2, 4) it has shifted one place right. Because the x - co ordinate has increased by 1.
And then moved by 2 units because the y co ordinate increases by 2 for every one unit increase in x - co ordinate.
So, the steps would be as follows:
1. Start at any point.
2. Move up one space
3. Move right two spaces.
Hence, Option B is the answer.