The graph that is different from the graphs of the other three is the graph B
The steps that can be used to determine the graph that is different from three of the graphs is presented as follows;
The coordinate points common to the graphs is the point (0, 0), which indicates that the graphs represents proportional relationships
The equation of the graphs, obtained from the coordinate points in the graphs are;
Graph A; (0.8, 4), which indicates that the equation is; y = (4/0.8) × x
(4/0.8) × x = 5·x
y = 5·x
Graph B; (10, 55), which indicates that the equation is; y = (55/10) × x
(55/010) × x = 5.5·x
y = 5.5·x
Graph C; (4, 20), which indicates that the equation is; y = (20/4) × x
(20/4) × x = 5·x
y = 5·x
Graph D; (10, 50), which indicates that the equation is; y = (50/10) × x
(50/10) × x = 5·x
y = 5·x
Therefore, the graphs A, C, and D represent the same graph and the different graph is the graph B