Given the proportion:

Let's determine the terms that are called the means.
In a proportion, the second and third terms are called the means, while the first and last terms are called the extremes.
Let's take the proportion below as an example:

The means are b and c, while the extremes are a and d.
The given proportion can be written as:

Here, the second and third terms are 36 and 2 . Therefore, we can say the means of the proportion are 36 and 2.
ANSWER:
36 and 2