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Q: Why is translation a rigid motion?
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What is the relationship between a translation and a rigid motion?

A translation is a type of rigid motion, which means it preserves distances and angles between points. In a translation, every point in a figure moves the same distance and direction. Rigid motions also include rotations and reflections.


What is rigid motion in geometry?

Movement of a shape can involve flexing - for example, a square frame being flexed into a rhombus. Rigid motion excludes such motion: the shape of the moving object does not change.


Is not a rigid motion transformation?

dilation (APEX)


Does not describe a rigid motion transformation?

Stretch


What doesn't describe a rigid motion transformation?

A rigid motion transformation is one that preserves distances and angles between points in a geometric shape. Anything that involves changing the size or shape of the object, such as scaling or shearing, would not describe a rigid motion transformation.


What is the difference between rigid transformation and non rigid transformation?

rigid transformation is for same modality(CT-CT) nad it can only perform translation, rotation and scaling translation. whereas non rigid for multimodality and it can do streching and shriking too. it use demon algorithm .


Difference between rigid body and particle?

The key difference between a particle and a rigid body is that a particle can undergo only translational motion whereas a rigid body can undergo both translational and rotational motion


What transformation preserves the shape and size?

Rigid motion


What are examples of rigid bodies that exhibit translational motion rotational motion and combination of both?

Planets


What has the author Edward Washington Suppiger written?

Edward Washington Suppiger has written: 'An analysis of the motion of a rigid body' -- subject(s): Dynamics, Rigid, Rigid Dynamics


What are the main types of motion?

Translation, rotation and curvilinear motion


What are the three main types of motion?

Translation, rotation and curvilinear motion