Answer:
12
Step-by-step explanation:
The constant rate of change / the constant proportionality can be found by finding the difference between the y and x of two different points.
(I will be using the two points that are pointed out on the graph / linked with a triangle)
In this graph, you are rising 12 (the first point's y value is 12, the second point's y value is 24),
as you move over 1. (the first point's x value is 1, the second point's x value is 2 )
This can be expressed in the following slope formula:
for this graph, we would plug the points like so:

So, the constant proportionality (the slope) / the constant rate of change
is 12.