Answer : x=3
we need to find the input value produces the same output value for the two fictions on the graph
To find input value x that gives the same output y , we look at the intersection of both graphs
Both lines on graph intersects at (3,-1)
When input x=3 then output y=-1
Now we verify with given equations
Plug in 3 for x in f(x)


Plug in 3 for x in g(x)


So when input x=3 the output is y=-1
x=3 is the final answer