To translate a point \( P \) down and to the right, you subtract from the y-coordinate and add to the x-coordinate.
Assuming the original coordinates of point \( P \) are given as \( (x, y) \), the transformation would be applied as follows:
- Move 6 units down: \( y' = y - 6 \)
- Move 2 units to the right: \( x' = x + 2 \)
However, since the original coordinates of \( P \) are not specified in your question, we cannot compute \( P' \) directly. If \( P \) has specific coordinates, substitute those in the transformation formulas to get \( P' \).
Please provide the original coordinates of point \( P \) for an exact result, or if it's given elsewhere, use those values to perform the translation.