Community Service Hours and Nonprofits

In a small town, the relationship between the number of community service hours donated by high school students, $$x$$, and the number of local nonprofits supported, $$y$$, is modeled by the linear equation:

$$y = -2x + 10$$

Additionally, the town has a minimum requirement for students to support at least 2 nonprofits. If a student can donate anywhere from 0 to 5 community service hours, which of the following inequalities correctly represents the relationship between $$x$$ and $$y$$ while ensuring students meet the minimum requirement of supporting at least 2 nonprofits?