Quiz for Document 27–3: George E. McMillan, Sit-Downs: The South’s New Time Bomb, 1960
Document 27–3: George E. McMillan, Sit-Downs: The South’s New Time Bomb, 1960
Choose the best answer to each question.
Question
27.8
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
Question
27.9
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
Question
27.10
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