Chapter 1. Chapter 15d

Quiz for Document 15-4: Francis A. Walker, Annual Report of the Commissioner of Indian Affairs (1872)

Reader Quiz
Chapter 15d
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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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