When is an ordered pair $(x, y)$ considered a solution to a system of two linear inequalities?

It satisfies the first inequality but not the second.

It satisfies the second inequality but not the first.

It satisfies at least one of the inequalities.

It satisfies both inequalities.

Consider the system below. When testing the point $(2, 4)$, which statement is correct? $y \geq -x + 5$ $y < 3x - 2$

The point satisfies both inequalities.

The point satisfies only the first inequality.

The point satisfies only the second inequality.

The point satisfies neither inequality.