👉 In mathematics, an isometry (or isomorphism) in geometry refers to a transformation that preserves distances between points. This can be thought of as a rotation or reflection with respect to the same point, but it also includes translations and dilations. For instance, consider two points A and B on a line L. If we apply an isometric transformation to them by translating them both 3 units in the opposite direction (to get from A to B), then the distance between A and B

isometrics

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Isometricism:

Imagine being stuck in a room with only three walls and no space to move around. You have a choice - you can stick your head inside the wall straight up and use 'isometrics' to push your head outside, or you can slide down instead. Example Sentence: "Hey there, how's it going? I'm on a mission to check out isometric exercise routines! What do you think of these, 'isometricism'? It's all about pushing your body up, but with just three walls to go."