For this case we have the following inequality:
[tex]y-x <-3[/tex]
We must evaluate each of the points and verify if the inequality is met:
[tex](6,2)\\2-6 <-3\\-4 <-3[/tex]
The inequality is met!
[tex](2,6)\\6-2 <-3\\4 <-3[/tex]
It is not fulfilled!
[tex](2, -1)\\-1-2 <-3\\-3 <-3[/tex]
It is not fulfilled!
Thus, the point that meets the inequality is (6,2)
Answer:
Option A
