a composition of transformations maps △xyz to △xyz. the first transformation for this composition is ______…

a composition of transformations maps △xyz to △xyz. the first transformation for this composition is ______, and the second transformation is a 90° rotation about point x. a 180° rotation about point x a 270° rotation about point x a translation to the right a reflection across line m

a composition of transformations maps △xyz to △xyz. the first transformation for this composition is ______, and the second transformation is a 90° rotation about point x. a 180° rotation about point x a 270° rotation about point x a translation to the right a reflection across line m

Answer

Brief Explanations:

By observing the orientation and position of $\triangle XYZ$ and its image, we can see that first, the triangle is moved horizontally to the right (translation). Then, it is rotated 90 - degrees about point $X$. A translation changes the position of the figure without changing its orientation or shape, and we can see the initial movement is a shift to the right.

Answer:

a translation to the right