Use the graphs effigy below to find the indicated compositions

The given functions are f(x) and g(x)
1) To find f(g(1)), the first step is to find g(1). To find g(1), we would look for the value of y on the graph of g(x) that corresponds to the value of x = 1. The cvalue is 3
Thus, g(1) = 3
We would find f(g(1)) by looking at the graph of f(x) for the value of y when x = 3. It is 2
Thus,
f(g(1)) = 2
2) Firstly, we would find f(0) from the graph of f(x). It is 4. Then, we would find g(f(0)) from g(x) by finding the value of y when x is 4. Thus,
g(f(0)) = 5
3) firstly, we would find f(4) from the graph of f(x). Thus, f(4) = 0
Next, we would find f(f(4)) by in f(x) by finding the value of y when x = 0. Thus,
f(f(4)) = 4
4) Firstly, we would find g(0) from g(x). g(0) = 2
Next, we would find g(g(0)) by from g(x) by finding the value of y when x is 2. Thus,
g(g(0)) = 0