The problem asks us to identify which of the given ordered pairs $(x, y)$ satisfy the equation $y = -3x$.

1. Problem Description

The problem asks us to identify which of the given ordered pairs $(x, y)$ satisfy the equation $y = -3x$.

2. Solution Steps

To determine if an ordered pair $(x, y)$ satisfies the equation $y = -3x$, we substitute the $x$ and $y$ values into the equation and check if the equation holds true.

* (6, 4): $y = -3x \Rightarrow 4 = -3(6) \Rightarrow 4 = -18$. This is false.

* (-2, 6): $y = -3x \Rightarrow 6 = -3(-2) \Rightarrow 6 = 6$. This is true.

* (3, 1): $y = -3x \Rightarrow 1 = -3(3) \Rightarrow 1 = -9$. This is false.

* (-6, -4): $y = -3x \Rightarrow -4 = -3(-6) \Rightarrow -4 = 18$. This is false.

* (2, -6): $y = -3x \Rightarrow -6 = -3(2) \Rightarrow -6 = -6$. This is true.

* (-1, 3): $y = -3x \Rightarrow 3 = -3(-1) \Rightarrow 3 = 3$. This is true.

Therefore, the ordered pairs that satisfy the equation are (-2, 6), (2, -6), and (-1, 3).

3. Final Answer

(-2, 6), (2, -6), (-1, 3)