Graph the following two points on the coordinate plane below: \( P(0,-4) \) and \( Q(-2,0) \) Point Move Undo Redo Reset

To plot the points \( P(0,-4) \) and \( Q(-2,0) \) on the coordinate plane, start by locating the origin, where the x-axis and y-axis intersect. For point \( P(0,-4) \), go straight down to -4 on the y-axis, since the x-coordinate is 0—this gives you your first point! For point \( Q(-2,0) \), move left 2 units along the x-axis (to -2) and then all the way over to the y-axis (where y=0). Voilà, you have your two points! Now, let’s connect the dots! Once your points are plotted, you can even imagine drawing a line between them to see how they relate on the graph. This could hint at a slope if you're feeling adventurous! Connecting points can give insights into linear relationships, and who knows, you might even discover some interesting patterns along the way!