Question

graph the point (-4, -4) on the coordinate plane.

Explanation:

Step1: Identify x-coordinate

The x - coordinate of the point \((-4, -4)\) is \(-4\). On the coordinate plane, we move 4 units to the left of the origin (since the x - coordinate is negative) along the x - axis.

Step2: Identify y-coordinate

The y - coordinate of the point \((-4, -4)\) is \(-4\). From the position we reached on the x - axis (at \(x=-4\)), we move 4 units down along the y - axis (since the y - coordinate is negative).

Step3: Mark the point

The point where we end up after moving 4 units left on the x - axis and 4 units down on the y - axis is the location of \((-4, -4)\) on the coordinate plane. This point is in the third quadrant, at the intersection of the vertical line \(x = - 4\) and the horizontal line \(y=-4\).

Answer:

To graph the point \((-4, -4)\), we first locate \(x=-4\) on the x - axis (4 units to the left of the origin) and then \(y = - 4\) on the y - axis (4 units down from the origin). The point is at the intersection of the vertical line through \(x=-4\) and the horizontal line through \(y = - 4\), in the third quadrant of the coordinate plane. (Visually, it is 4 units left on the x - axis and 4 units down on the y - axis from the origin, at the grid point where \(x=-4\) and \(y=-4\) meet.)