Final answer:
The ordered pair for the function y = -f(x), when f(x) has the ordered pair (2, 3), would be (2, -3)hen for every x-value, there is a corresponding y-value determined by the function f.
Step-by-step explanation:
If the generic function y = f(x) has the ordered pair (2, 3), then for every x-value, there is a corresponding y-value determined by the function f. When considering the function — y = -f(x), this implies that the value of y is simply the negative of whatever value f provides for a given x. Therefore, if (2, 3) is an ordered pair for f(x), the ordered pair for y = -f(x) would be (2, -3) since you are negating the original y-value.
To find an ordered pair for the function y = -f(x), you need to determine the value of the function -f(x) at x = 2. Since the original function y = f(x) has the ordered pair (2, 3), we know that f(2) = 3. Therefore, for the function y = -f(x), the ordered pair would be (2, -3).