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Triangle EFG is transformed to create triangle E'F'G'.


Which transformation occurred?

translation
stretch
rotation
reflection

Triangle EFG is transformed to create triangle EFG Which transformation occurred translation stretch rotation reflection class=

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JeanaShupp

Answer: Rotation

Step-by-step explanation:

From the given picture it can be seen that the size of both triangles are equal. [since both triangles are congruent by SSS congruence postulate]

It means there is only rigid transformation has been applied. [Since rigid transformations preserves size]

There are three common rigid transformations that are:-

  • Reflection:- A reflection is a transformation that generally flips a shape over a line of reflection( acts as mirror) such that it produces the mirror image of the pre-image.
  • Rotation:- A rotation rotate a figure about a fixed point .  It usually changes the orientation of the figure.
  • Translation:- A translation is a transformation of a figure that moves each point of the figure(pre-image) a exact distance in a particular direction. Here orientation of figure remains unchanged .

Since in transformation of Δ EFG to Δ E'F'G', its orientation got changed.

So by the definition of rotation , when Δ EFG is transformed to create Δ E'F'G'  rotation transformation occurred.

deepakrai138

The transformation here is rotation.

From the given picture it can be seen that the size of both triangles are equal. Since both triangles are congruent by Side side side Congruence rule.

It means there is transformation only.

There are three common transformations exist:

Reflection:- A reflection is a transformation that generally flips a shape over a line of reflection( acts as mirror) such that it produces the mirror image of the Object.

Rotation:- A rotation rotate a figure about a fixed point .  It usually changes the orientation of the figure or the vertex of the triangles.

Translation:- A translation is a transformation of a figure that moves each point of the figure a exact distance in a particular direction. Here orientation of figure remains unchanged .

Here clearly we can see that the figure got a total rotation of 180 degrees in anti clock wise direction.

Hence the transformation here is rotation.

For more details on rotation symmetry follow the link:

https://brainly.com/question/1597409

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