To describe a sequence of transformations, that maps triangle, ABC onto triangle, ABCI student starts with a reflection over the X axis. How should the student complete the sequence of transformations to Matt triangle ABC onto triangle ABC
To map triangle ABC onto triangle ABC', the student needs to perform a rotation of 180 degrees clockwise about the origin.
So the complete sequence of transformations would be:
1. Reflection over the X axis
2. Rotation of 180 degrees clockwise about the origin
To map triangle ABC onto triangle ABCI, given that the student starts with a reflection over the X-axis, the student can complete the sequence of transformations by performing the following steps:
1. Reflect triangle ABC over the X-axis.
- This transformation will create a new triangle, let's call it A'B'C'.
2. Translate triangle A'B'C' to match the position of triangle ABCI.
- This translation should move triangle A'B'C' to align with triangle ABCI. The student should move each vertex of A'B'C' to its corresponding vertex in ABCI.
Once these steps are completed, triangle A'B'C' will be mapped onto triangle ABCI, providing the desired transformation sequence.