If the given triangle ABC is translated 8 units down, what are the coordinates of point B?
To translate a point or a figure, you need to move it a certain distance in a certain direction. In this case, the triangle is being translated 8 units down. This means that all the points of the triangle will be moved 8 units downwards.
Let's assume that the original coordinates of point B are (x, y). To translate this point 8 units down, we need to subtract 8 from the y-coordinate.
Therefore, the new coordinates of point B will be (x, y - 8).