which statement is true regarding the functions on the graph?\n$f(2)=g(2)$\n$f(0)=g(0)$\n$f(2)=g(0)$\n$f(0)=g…
which statement is true regarding the functions on the graph?\n$f(2)=g(2)$\n$f(0)=g(0)$\n$f(2)=g(0)$\n$f(0)=g(2)$
Answer
Explanation:
Step1: Find (f(2))
On the graph, when (x = 2), for the function (y=f(x)), the (y) - value is (0). So (f(2)=0).
Step2: Find (g(2))
On the graph, when (x = 2), for the function (y = g(x)), the (y) - value is (0). So (g(2)=0).
Step3: Check other options
- For (f(0)): When (x = 0), (f(0)=2).
- For (g(0)): When (x = 0), (g(0)=- 2).
- For (f(2)=0) and (g(0)=-2), (f(2)\neq g(0)).
- For (f(0) = 2) and (g(2)=0), (f(0)\neq g(2)).
Answer:
(f(2)=g(2))