Is the point $(3, 5)$ a solution to the system of inequalities $y < x + 3$ and $y \geq 2x$?

Yes, because it satisfies the first inequality.

Yes, because it satisfies both inequalities.

No, because it does not satisfy the second inequality.

No, because it does not satisfy the first inequality.

Which statement best defines a solution to a system of linear inequalities?

An ordered pair that satisfies at least one of the inequalities.

An ordered pair that satisfies the first inequality but not the second.

An ordered pair that satisfies all of the inequalities in the system.

An ordered pair that represents the intersection of the boundary lines.