In order to find the new coordinates of point B after the translation, we need to understand what the translation means. The translation t2 7 x y indicates that we will be shifting each point of the shape DABC by 7 units along the x-axis and along the y-axis.
Let’s start by identifying the coordinates of point B in the original shape DABC. For the sake of this explanation, let’s assume the original coordinates of point B are (x, y). After applying the translation:
- The x-coordinate will be increased by 7: New x-coordinate = x + 7
- The y-coordinate will also be increased by 7: New y-coordinate = y + 7
Therefore, the new coordinates of point B after the translation t2 7 x y will be (x + 7, y + 7).
To summarize, the coordinates of B after applying the translation can be calculated easily by adding 7 to both the x and y coordinates of the original point B.