Chapter 1. Part 5e

Quiz for Document P5-5: Alexander Stephens, “Cornerstone” Speech (1861)

Reader Quiz
Part 5e
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Select the best answer for each question. Click the “submit” button for each question to turn in your work. Click the "Previous" button to navigate back if you need to view the textbook.

Question 1.1

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Question 1.2

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

Question 1.3

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

Question 1.4

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