Question

analyzing a transformation. which type of transformation is shown? the transformation is a transformation. how do the angle meas compare? the angle measures of the angl qrst. the side lengths of rectangle qrst are the side lengths of rectangle qrst.

Explanation:

1. Rigid transformations preserve shape and size. Translation is a rigid - transformation that moves every point of a figure the same distance in the same direction. The figure Q'R'S'T' appears to be just moved from the position of QRST without any change in shape, orientation, or size.
2. In rigid transformations, angle measures are preserved. So the angle measures of QRST are equal to the angle measures of Q'R'S'T'.
3. In rigid transformations, side - lengths are also preserved. So the side lengths of rectangle QRST are equal to the side lengths of rectangle Q'R'S'T'.

Answer:

1. The transformation is a translation, a type of rigid transformation.
2. The angle measures of QRST are equal to the angle measures of Q'R'S'T'.
3. The side lengths of rectangle QRST are equal to the side lengths of rectangle Q'R'S'T'.