Quiz for Document 12.7 Reverend J. Sella Martin, Day of Mourning Speech, December 2, 1859

Quiz for Document 12.7: Reverend J. Sella Martin, Day of Mourning Speech, December 2, 1859

Document 12.7: Reverend J. Sella Martin, Day of Mourning Speech, December 2, 1859

Choose the best answer to each question.

Question 1

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

Question 2

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

Question 3

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

Question 4

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

Question 5

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