To find $f(2)$ from the graph, we need to look at the value of the function $y = f(x)$ when $x = 2$.

From the graph:

• Locate the point where $x = 2$ on the x-axis.
• Trace vertically upward or downward to find the point on the curve where $x = 2$.
• Observe the corresponding $y$-coordinate at this point.

At $x = 2$, the point on the curve corresponds to $y = 6$.

Therefore, the value of $f(2) = 6$.

Would you like more details on this or any related topics?

Here are 5 related questions to consider:

1. What does the value of $f(2)$ represent in a real-world context?
2. How can you determine other function values, like $f(5)$, from the same graph?
3. What type of function does this graph represent (linear, quadratic, etc.)?
4. How can you find the maximum or minimum value of the function from this graph?
5. What is the domain and range of this function based on the graph?

Tip: When reading graphs, ensure you follow the axes labels carefully to match coordinates correctly!