If they given triangle, ABC is translated eight units down. What are the coordinates of point B? The original point of B was ( 4, 6 )
If the triangle ABC is translated eight units down, the y-coordinate of point B will decrease by 8 units.
Original coordinates of point B: (4, 6)
After translation, the new coordinates of point B will be: (4, 6 - 8) = (4, -2)
To translate a point, you need to add or subtract the same value from both its x and y coordinates.
In this case, triangle ABC is translated eight units down. This means we will subtract 8 from the y-coordinate of point B.
The original coordinates of point B were (4, 6). To find the new coordinates after the translation, we subtract 8 from the y-coordinate:
New y-coordinate of point B = 6 - 8 = -2
So, the coordinates of point B after the translation are (4, -2).