Transformation 1: Translation, 3 units right

Transformation 2: Reflection in the line \(y = 0\)

Transformation 1: Translation, \((x,\;y) \longrightarrow (x\;-\;3,\;y\;+\;2)\)

Transformation 2: Rotation, \(90^\circ\) counterclockwise about origin

Describe the 2 transformations completely by completing the table below.

Transformation 1 \((\triangle ABC \longrightarrow \triangle A’B’C’)\) | |

Transformation 2 \((\triangle A’B’C’ \longrightarrow \triangle A’’B’’C’’)\) |