Which Sequence Of Transformations Would Result In An Image That Is Similar And Non-Congruent To The Pre-Image? Assume That Any Scale Factor For The Dilations Is Not Equal To 1. Check All That Apply. A Dilation Followed By A Translation A Dilation Followed By A Reflection A Reflection Followed By A Dilation A Rotation Followed By A Reflection A Rotation Followed By A Dilation A Translation Followed By A Reflection

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Which Sequence Of Transformations Would Result In An Image That Is Similar And Non-Congruent To The Pre-Image? Assume That Any Scale Factor For The Dilations Is Not Equal To 1. Check All That Apply. A Dilation Followed By A Translation A Dilation Followed By A Reflection A Reflection Followed By A Dilation A Rotation Followed By A Reflection A Rotation Followed By A Dilation A Translation Followed By A Reflection. Translation followed by a reflection: Assume that any scale factor for the dilations is not equal to 1.

Solved Figure 2 is the image of figure 1 after undergoing a sequence
Solved Figure 2 is the image of figure 1 after undergoing a sequence from www.gauthmath.com

A dilation followed by a rotation; Translation followed by a reflection: Assume that any scale factor for the dilations is not equal to 1.

Congruence In Geometry Means That Two Shapes.


Therefore, the resulting image is similar and non‐congruent. Translation followed by a reflection: Assume that any scale factor for the dilations is not equal to 1.

Since No Dilation Is Involved,.


Both translation and reflection are rigid motions. Assume that any scale factor for the dilations is not equal to 1. Assume that any scale factor for the dilations is not equal to 1.

A Dilation Followed By A Rotation;


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