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Triangle L, M, NLM and triangle G, H, NGH are drawn below. If start overline, M, N, end overline, \cong, start overline, H, N, end overline MN ≅ HN , angle, M, \cong, angle, H∠M≅∠H, and angle, L, \cong, angle, G∠L≅∠G, use the dropdown boxes below to determine a sequence of two transformations that maps triangle L, M, NLM onto triangle G, H, NGH. Then use a congruence statement to explain why this is possible.

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