Is the relationship shown in the table a function? x f(x) 3 2 0 1 5 -7 -3 2 (1 point) Responses No, there are multiple outputs with the same input. No, there are multiple outputs with the same input. Yes, every output has one unique input. Yes, every output has one unique input. No, there are multiple inputs with the same output. No, there are multiple inputs with the same output. Yes, every input has one unique output.
No, there are multiple inputs with the same output.
No, the relationship shown in the table is not a function because there are multiple inputs (x values) with the same output (f(x)) value.
To determine if the table represents a function, we need to check if there are any repeated inputs (x-values) with different outputs (f(x)-values).
Looking at the table, we can see that the x-values 3 and -3 both have different f(x)-values associated with them (2 and 2 respectively). Therefore, there are multiple inputs with the same output, which means the relationship shown in the table is not a function.
So, the correct response is: No, there are multiple inputs with the same output.