Consider the following graph.

Assuming that  $f$ is the red function and $g$ is the black one, match the following expressions with their correct answer.
Recall that by definition $(f\circ g)(x)=f(g(x))$.

$(f \circ g)(5)=$ $1$
$(g \circ f)(5)=$ $2$
$(f \circ g)(0)=$ $1$
$(f \circ f)(5)=$ $4$
$(g \circ g)(5)=$ $0$
$(g \circ g)(-3)=$ $1$
$(g \circ g)(-1)=$ $-1$
$(f \circ g)(1)=$ $-1$
$(g \circ f)(1)=$ $-1$
$(f \circ f \circ g)(4)=$ $3$
$(g \circ f \circ f)(4)=$ $1$
$(f \circ g \circ f)(4)=$ $2$