Final answer:
Without the graphs provided, it is impossible to evaluate g(f(1)). Generally, it involves finding f(1) from the graph of f(x) and then using that value to find g(f(1)) on the graph of g(x).
Step-by-step explanation:
To evaluate the expression g(f(1)), we need to understand the composition of functions. This involves finding the output of the inner function f at x = 1 and then using that result as the input for the outer function g. However, because the graph details are not provided in the question, we are unable to visualize the functions or compute the exact value of g(f(1)). In general, though, if the graph of f(x) were a horizontal line and f(1) was defined, we would find the y-value corresponding to x = 1 on the f(x) graph, then use this y-value as the input for g(x) and read off the corresponding y-value on the g(x) graph to obtain g(f(1)).