Chapter 1. Part 3d

Quiz for Document P3-4: George Washington’s Farewell Address (1796)

Reader Quiz
Part 3d
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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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

Question 1.5

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