Final answer:
To produce a congruent triangle, you can apply translation, rotation, or reflection transformations.
Step-by-step explanation:
To produce a congruent triangle when applied to triangle ABC on IXL, the appropriate transformations are:
- Translation: A translation will produce a congruent triangle if the same distance and direction of movement is applied to each vertex of the triangle. This will result in the triangle being shifted to a new location without changing its shape or size.
- Rotation: A rotation can produce a congruent triangle if it is rotated by a angle of 180 degrees. This will result in the triangle being flipped over, but still maintaining the same shape and size.
- Reflection: A reflection along the x-axis or y-axis can produce a congruent triangle. This will result in the triangle being flipped over either horizontally or vertically, but still maintaining the same shape and size.