When comparing the graphs of y = x and y > x, what is a difference in the graphs? . a.. an ordered pair solution that lies on y = x, is not a solution for y > x.. b.. an ordered pair solution that lies on y = x, is a solution for y > x.. c.. the graph of y = x rises from left to right, whereas the graph of y > x falls from left to right. d.. the graph of y = x rises from right to left, whereas the graph of y > x falls from right to left..

The difference in the graphs of y=x and y> x is:

                        Option: A

A. An ordered pair solution that lies on y = x, is not a solution for y > x.

We know that the the solution set of the equation:

                           y=x

is the set of all the points or the ordered pair that lie on that line.

whereas the solution set of the inequality :  

                                 y>x

is the set of all the ordered pairs that lie above the line of y=x and not including the points on the line since the inequality is strict.

       Hence, both the graphs do not have a common solution.

         Hence, the answer is:

           Option: A

one set of data has more variation than the other. hope this !