There are 10 students in the group, including 5 excellent students. 5 students were randomly selected from the list.

There are 10 students in the group, including 5 excellent students. 5 students were randomly selected from the list. What is the probability that among the selected students there are not more than 4, but also not less than 2 excellent students?

Formula:
P (A) = favorable (m) / all initial (n)
There were 10 students. 5 chose- n
It is said that it is necessary to find the probability that among the selected students there are not more than 4, but also not less than 2 excellent students. This means that 2,3,4. Those. 3 excellent students. – m
m = 3
n = 5
P (A) = 3/5 = 0.6