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

1. **Draw the Coordinate Axes:** Create a horizontal line for the \( x \)-axis and a vertical line for the \( y \)-axis. Mark evenly spaced points along both axes. 2. **Plotting Point \( P(0,-4) \):** - Since the \( x \)-coordinate is \( 0 \), move along the \( y \)-axis. - The \( y \)-coordinate is \( -4 \), so from the origin, move 4 units down. - Mark the point \( P \) precisely at \( (0,-4) \). 3. **Plotting Point \( Q(-2,0) \):** - The \( y \)-coordinate is \( 0 \), so move along the \( x \)-axis. - The \( x \)-coordinate is \( -2 \), so from the origin, move 2 units to the left. - Mark the point \( Q \) at \( (-2,0) \). 4. **Labeling the Points:** Label the point at \( (0,-4) \) as \( P \) and the point at \( (-2,0) \) as \( Q \). 5. **Final Check:** Verify that point \( P \) is on the \( y \)-axis 4 units below the origin, and point \( Q \) is on the \( x \)-axis 2 units left of the origin. By following these steps, you will accurately graph the points \( P(0,-4) \) and \( Q(-2,0) \) on the coordinate plane.