We can say that "Yes, no two ordered pairs on this graph have the same first element.", for the required conclusion about the graph is a function.
In the question, we are asked whether the given graph represents a function or not.
For any graph to be a function, there should be one and only one y-value corresponding to every x-value. This is checked using the vertical line test, where a vertical line is passed throughout the graph and at any instance, if we get two or more points of intersection between the graph and the vertical line, then we can say that it is not a function.
In the given graph, we can see that for every x-value, there is no more than one y-value, which helps us to conclude that the given graph is a function, that is the x-value or the first element doesn't repeat itself.
Thus, we can say that "Yes, no two ordered pairs on this graph have the same first element.", for the required conclusion about the graph is a function.
Learn more about the graphs of a function at
https://brainly.com/question/12221324
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