Which transformations will result in a figure that has the same orientation as the original figure translation rotation and reflection translation only reflection only translation and rotation
The transformations that will result in a figure that has the same orientation as the original figure are:
1. Translation: This transformation moves the figure in a straight line without rotating or reflecting it. It preserves the orientation of the figure.
2. Rotation: This transformation rotates the figure around a fixed point. If the angle of rotation is a multiple of 360 degrees, the orientation of the figure remains the same.
3. Translation and Rotation: This combination of transformations involves moving the figure in a straight line and rotating it around a fixed point. As long as the angle of rotation is a multiple of 360 degrees, the orientation of the figure remains unchanged.
The transformations that will not result in the same orientation as the original figure are:
1. Reflection only: This transformation reflects the figure across a line. It changes the orientation of the figure.
2. Translation and Reflection: This combination of transformations involves moving the figure in a straight line and reflecting it across a line. It changes the orientation of the figure.
3. Translation and Reflection and Rotation: This combination of transformations involves moving the figure in a straight line, reflecting it across a line, and rotating it around a fixed point. It changes the orientation of the figure.