Answer:
The single transformation that fully maps triangle A onto triangle B is the reflection of triangle A across the line y = x
Explanation:
The coordinates of the vertices of triangle A are
1) (4, -1)
2) (1, -3)
3) (4, -3)
The coordinates of the vertices of triangle B are
1) (-1, 4)
2) (-3, 1)
3) (-3, 4)
Therefore, we have the points (x, y) in triangle A becoming the points (y, x) in triangle B, which is a reflection across the line y =x.
Hence, the single transformation that fully maps triangle A onto triangle B is the reflection of triangle A across the line y = x.