Use the graph of $h$ in the figure to find the following values or state that they do not exist. <IMAGE>
$h\left(2\right)$

Verified step by step guidance

1. Identify the point on the graph where the input value is 2. This means you need to locate the x-coordinate of 2 on the x-axis.
2. Once you have located x = 2 on the graph, observe the corresponding y-coordinate of the point on the graph. This y-coordinate is the value of h(2).
3. Check if the graph has a defined point at x = 2. If there is a point, note its y-coordinate. If there is a hole or the graph is not defined at x = 2, then h(2) does not exist.
4. If the graph is continuous and there is a point at x = 2, then the y-coordinate of this point is the value of h(2).
5. Conclude by stating the value of h(2) if it exists, or state that it does not exist if the graph is not defined at x = 2.