Answer
Here is a counterexample:
Let $f(x)=1$, and the let domain of f be $\{0,1,2\}.$
The graph of f is the set $\{(0,1), (1,1),(2,1)\}$.
So, we could have described the function with the set of ordered pairs.
The range, the set of second coordinates, is $\{1\}$
and has one element,
while the number of ordered pairs is three.
Thus, Chloe is not correct.
Work Step by Step
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