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Mathematics, 19.05.2021 03:30 kaylallangari2145
Shonda was curious if segments \overline{WX} WX start overline, W, X, end overline and \overline{YZ} YZ start overline, Y, Z, end overline were congruent, so she tried to map one figure onto the other using transformations: Shonda concluded: "It's not possible to map \overline{WX} WX start overline, W, X, end overline onto \overline{YZ} YZ start overline, Y, Z, end overline using a sequence of rigid transformations, so the segments are not congruent." What error did Shonda make in her conclusion? Choose 1 Choose 1 (Choice A) A One more transformation — a rotation — would map \overline{WX} WX start overline, W, X, end overline onto \overline{YZ} YZ start overline, Y, Z, end overline. So the segments are congruent. (Choice B) B One more transformation — a reflection — would map \overline{WX} WX start overline, W, X, end overline onto \overline{YZ} YZ start overline, Y, Z, end overline. So the segments are congruent. (Choice C) C There is no error. This is a correct conclusion.
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Shonda was curious if segments \overline{WX} WX start overline, W, X, end overline and \overline{YZ}...
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