two functions are graphed on the coordinate plane. which represents where f(x)=g(x)? f(4)=g(4) and f(0)=g(0)…

two functions are graphed on the coordinate plane. which represents where f(x)=g(x)? f(4)=g(4) and f(0)=g(0) f(-4)=g(-4) and f(0)=g(0) f(-4)=g(-2) and f(4)=g(4) f(0)=g(-4) and f(4)=g(-2)
Answer
Explanation:
Step1: Recall function - equality concept
The points where (f(x)=g(x)) are the points of intersection of the graphs of (y = f(x)) and (y = g(x)).
Step2: Identify intersection points from the graph
By observing the graph, the intersection points of the two - function graphs occur at (x=-4) and (x = 0). At these (x) - values, the (y) - values of the two functions are equal, i.e., (f(-4)=g(-4)) and (f(0)=g(0)).
Answer:
(f(-4)=g(-4)) and (f(0)=g(0))