Section 11 2.notebook - Weeblyphsblythe.weebly.com/uploads/5/9/9/1/59912995/11_2_class... · 2020....

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Section 11_2.notebook 1 April 03, 2018 Section 11.2: Proving Figures are Similar Using Transformations Similarity Transformation : A transformation in which an image has the same shape as its preimage. Two plane figures are similar if and only if one figure can be mapped to the other through one or more similarity transformations.

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    Section 11.2: Proving Figures are Similar Using Transformations

    Similarity Transformation: A transformation in which an image has the same shape as its preimage.

    Two plane figures are similar if and only if one figure can be mapped to the other through one or more similarity transformations.

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    Determine whether the two figures are similar using similarity transformations. Explain.

    1.  LMNO and GHJK

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    2.  △JKL and △MNP

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    3.  CDEF and TUVF

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    Recall the rules for transformations:

    Find a sequence of similarity transformations that maps the first figure to the second figure. Write the coordinate notation for each transformation.

    4.  PQRS to TUVW

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    5. △ABC to △DEF

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