regancheran0
Answered

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If the figure undergoes a series of rotations, which statement is true?
O The resulting figure will always be congruent to the original because rotations are rigid transformations that preserve angle measures and side lengths.
O The resulting figure will never be congruent to the original because rotations are non-rigid transformations that do not preserve angle measures.
O The resulting figure will never be congruent to the original because rotations are non-rigid transformations that do not preserve side lengths.
O The resulting figure will sometimes be congruent to the original because rotations are rigid transformations that preserve angle measures and side lengths.

If The Figure Undergoes A Series Of Rotations Which Statement Is True O The Resulting Figure Will Always Be Congruent To The Original Because Rotations Are Rigi class=

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