what does the ordered pair (-6,7) represent in the context of a function graph? a maximum point on the graph…
what does the ordered pair (-6,7) represent in the context of a function graph? a maximum point on the graph a function value where f(-6)=7 x intercept at -6 and y intercept at 7 a minimum point on the graph
Answer
Answer:
B. A function value where ( f(-6) = 7 )
Explanation:
Step1: Recall the definition of ordered pair in function graph
In a function ( y = f(x) ), an ordered pair ((x,y)) represents that when ( x ) is input, ( y ) is the output. For the ordered pair ((-6,7)), ( x=-6 ) and ( y = 7 ). So it means ( f(-6)=7 ).
Step2: Analyze other options
- A maximum or minimum point requires information about the behavior of the function around the point (e.g., increasing - decreasing trends), which is not given.
- For (x)-intercept, (y = 0); for (y)-intercept, (x=0). Here (x=-6\neq0) and (y = 7\neq0), so it is not an (x)-intercept or (y)-intercept.