Question

skills practice continued
(top graph: f(x) with points (-2,-1), (-1,0), (0,1), (1,32); bottom graph: g(x) with points (-1,2), (0,3), (1,4), (2,35))

Explanation:

Step1: Analyze the first graph (f(x))

The first graph has points \((-2, -1)\), \((-1, 0)\), \((0, 1)\), \((1, 32)\). Let's check the pattern. From \(x = -2\) to \(x = 0\), the \(y\)-values seem to follow a certain exponential or power - like trend, but when \(x = 1\), \(y = 32\).

Step2: Analyze the second graph (g(x))

The second graph has points \((-1, 2)\), \((0, 3)\), \((1, 4)\), \((2, 35)\). Wait, maybe we are looking for a transformation. But since the problem is about graph identification (maybe which graph is a transformation of the other or which one represents a certain function), but since the user hasn't specified the exact question, but from the graphs, if we assume the question is about identifying a graph (e.g., which graph is \(g(x)\) related to \(f(x)\)), but given the points, maybe the second graph (the lower one) is the one with points \((-1,2)\), \((0,3)\), \((1,4)\), \((2,35)\). But since the original problem's question is missing, but if we assume the question is to identify the graph of \(g(x)\), and from the labels, the lower graph is labeled \(g(x)\).

Answer:

The lower graph (the one with points \((-1,2)\), \((0,3)\), \((1,4)\), \((2,35)\))