Question

analyzing a transformation. which type of transformation is shown? the transformation is transformation. dilation, a type of nonrigid reflection, a type of rigid rotation, a type of rigid translation, a type of rigid. how do the angle me compare? the angle measures of rectangle qrst are the angles measures of rectangle qrst. the side lengths of rectangle qrst are the side lengths of rectangle qrst.

Explanation:

Step1: Identify transformation type

The two rectangles have same - shape but different sizes. Dilation changes the size of a figure while rigid transformations (reflection, rotation, translation) preserve size and shape. So it's dilation.

Step2: Compare angle measures

In dilation, angle measures are preserved. So the angle measures of rectangle QRST are equal to the angle measures of rectangle Q'R'S'T'.

Step3: Compare side - lengths

In dilation, side - lengths are proportional. If the scale factor is not 1, the side lengths of rectangle QRST are not equal to the side lengths of rectangle Q'R'S'T'.

Answer:

The transformation is dilation, a type of non - rigid transformation.
The angle measures of rectangle QRST are equal to the angle measures of rectangle Q'R'S'T'.
The side lengths of rectangle QRST are not equal to the side lengths of rectangle Q'R'S'T'.