Quiz for Analyzing Historical Evidence: The Crisis of 1798: Sedition

Select the best answer for each question. Click the “submit” button for each question to turn in your work.

Question 9.6

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

Question 9.7

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

Question 9.8

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

Question 9.9

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

Question 9.10

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