The length of the side CT in the image is √17, and the transformation is a rotation transformation, therefore length of C'T' os √17
<h3>How can the length of C'T' be found?</h3>
From the given diagram of the triangle, we have;
Pre-image = ∆CAT
AC = √3
AT = √10
CT = √17
Type of transformation = Rotation transformation
Image = ∆C'A'T'
A rotation transformation is a form of rigid transformation, in which the lengths of the sides of the pre-image are preserved therefore;
Length of the sides of ∆CAT = Length of the sides of ∆C'A'T
AC = A'C' = √3
AT = A'T' = √10
CT = C'T' = √17
Therefore;
Learn more about rigid transformations here:
brainly.com/question/2222755
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