The equation provided is $y = -3x + 3$, and we need to complete the table for $x = 2$ by solving for $y$.

Given $x = 2$, substitute into the equation:

$y = -3(2) + 3$ $y = -6 + 3$ $y = -3$

Thus, when $x = 2$, $y = -3$. The corresponding ordered pair is $(2, -3)$.

Would you like to go over more details or ask any questions?

Here are five related questions to expand on this concept:

1. What would the value of $y$ be if $x = -1$ in the equation $y = -3x + 3$?
2. Can you describe how to graph this linear equation using its slope and y-intercept?
3. How does changing the slope in the equation affect the steepness of the line?
4. What does the y-intercept of $y = -3x + 3$ represent on the graph?
5. How would you verify the points by graphing the equation?

Tip: When graphing a linear equation, always start by plotting the y-intercept and then use the slope to find other points.