To find $h(5)$, you need to look at the graph of the function $y = h(x)$ and locate the point where $x = 5$. The value of $h(5)$ corresponds to the y-coordinate of the point on the graph at $x = 5$.

If you can upload the graph, I can interpret it and help you determine $h(5)$ precisely.

Would you like to provide the graph, or do you need more details?

Here are some related questions that might interest you:

1. What is the significance of $h(x)$ at different points on the graph?
2. How does one find $h(x)$ from a table of values?
3. How do increasing and decreasing intervals relate to $h(x)$?
4. How can you tell if a graph has a maximum or minimum point?
5. How does the slope of the graph relate to the behavior of $h(x)$?

Tip: Always check for critical points like maxima, minima, and points of inflection to better understand the graph of a function.