Which transformations prove the object representing Court A is congruent to the object representing Court B?

Rotations, reflections, and translations

Step-by-step explanation:

The question requires further information, as the figures representing courts A and B are not given.

However, the general solution is as follows.

There are several types of transformation but rotation, reflection and shifting (i.e. translation) do not change the congruence of objects.

So, when an object is rotates, reflected or translated, the resulting object (i.e. the image) will be congruent to the initial object.

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