To find $g(7)$, we need to locate the value of $g(x)$ when $x = 7$ on the graph provided.

Looking at the graph:

1. Locate $x = 7$ on the horizontal axis.
2. Trace vertically from $x = 7$ until you reach the point on the graph's line.
3. Read off the corresponding $y$-value.

From the graph:

• When $x = 7$, the corresponding $y$-value on the function $g(x)$ is approximately -8.

Thus, $g(7) = -8$.

Would you like further details or have any questions?

Here are 5 related questions for practice:

1. What is the value of $g(-4)$?
2. Find $g(0)$ using the graph.
3. For what values of $x$ does $g(x) = -6$?
4. Determine the $x$-intercepts of $g(x)$.
5. What is the range of $g(x)$ as shown in the graph?

Tip: To find function values from a graph, always trace the x-coordinate vertically to intersect the function and read the y-coordinate.