1. The problem is to plot two points A(1,-2,2) and B(2,-2,-3) in a 3D coordinate system with X, Y, and Z axes. 2. Point A has coordinates $x=1$, $y=-2$, and $z=2$. This means it is located 1 unit along the X-axis, -2 units along the Y-axis, and 2 units along the Z-axis. 3. Point B has coordinates $x=2$, $y=-2$, and $z=-3$. This means it is located 2 units along the X-axis, -2 units along the Y-axis, and -3 units along the Z-axis. 4. To visualize these points, imagine a 3D space where the X-axis runs left to right, the Y-axis runs front to back, and the Z-axis runs up and down. 5. Plot point A at (1, -2, 2) and point B at (2, -2, -3) accordingly. 6. These points can be used to analyze spatial relationships or distances in 3D geometry.