Transformations can be a tricky thing! However if you know a few tips it can be made easy.
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For example, if you have to translate a shape it slides. TranSLate and SLide both had SL in them! It stays the same shape and direction, it just moves, like sliding downa slide. That's what i have found to be the easiest thing to stick in the kids heads has I have helped them with this!
Rotation is rotating a figure around a certain point., as if the figure were dancing in a circle! Just like on a merry-go-round! You can sit on the end of the toy and twirl around the center. All you never change neither will shape. The corner/side that is facing the middle will always face the middle.
Refelction is like a mirror. When the shape gets reflected over a line its like us looking into a mirror. Its the exact oppisite. everything is the same but on the other side.
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)