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The statements that are correct are:

point F ⇒ point F'
Point D of the pre-image corresponds to pint D' of the image
Parallelogram DEFG maps to parallelogram D'E'F'G'

In geometry, rotation involves turning of an object about a center. The statements that are correct are:

  • point F [tex]\to[/tex] point F'
  • point D of the preimage corresponds to point D' of the image
  • parallelogram DEFG maps to parallelogram D'E'F'G

When rotation is applied to a shape, the orientation of the shape will change; however the corresponding points will be unchanged.

This means that:

  • DEFG will be mapped to D'E'F'G
  • Points D, E, F and G will correspond to points D', E', F' and G'.

Hence, the true statements are: (a), (c) and (e)

Read more about rotation at:

https://brainly.com/question/1571997