Quiz for Solo Analysis Document 18.4 Rose Schneiderman, The Triangle Shirtwaist Fire, 1911

Quiz for Solo Analysis Document 18.4 Rose Schneiderman, The Triangle Shirtwaist Fire, 1911

Solo Analysis Document 18.4: Rose Schneiderman, The Triangle Shirtwaist Fire, 1911

Choose the best answer to the question.

Question 18.10

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Question 18.11

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

Question 18.12

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

Question 18.13

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

Question 18.14

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