To determine which transformations result in a figure with the same orientation as the original figure, we need to consider how each transformation affects orientation:
- Translation: This moves the figure without altering its orientation. The figure retains the same direction and order of points.
- Rotation: This turns the figure around a point but maintains the same orientation relative to its center.
- Reflection: This flips the figure over a line, which changes the orientation of the figure.
Given this information, the transformations that result in a figure with the same orientation as the original are translation and rotation.
Therefore, the correct response is: translation and rotation.