Which statement is true about a shape and its dilation? A. The corresponding angles of a shape and its dilation are congruent. B. The corresponding angles of a shape and its dilation are not congruent. C. The side lengths of a dilation are always smaller than the corresponding side lengths of the original shape. D. The corresponding side lengths of a shape and its dilation are congruent.

A.The corresponding angles of a shape and its dilation are congruent.

Step-by-step explanation:

Dilation is a type of rigid transformation in which the dimension of a shape is either increased or decreased to produce its image. It involves a change in the dimensions of the shape by a required factor. In the process, the side lengths of the image are different to the original lengths. But the angles are not affected.

Thus, the respective angles of the given shape and its image are the same.

The appropriate answer to the given question is A.

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2

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