Question

if a sequence of transformations contains the transformation (ax , by) with a ≠ b, could the pre-image and image represent congruent figures? Could they represent similar, non-congruent figures? Justify your answer with examples

Answer 1

Transformation involves changing the position and size of a shape

The pre-image and the image are neither congruent nor similar

How to determine the similar and congruent statement

From the question, we have the following transformation rule

$(x,y) \to (ax,by)$

Where:

$a \ne b$

Because a and b do not have the same values.

It means that, the pre-image and the image are neither congruent nor similar

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