Chapter 1. Part 2b

Quiz for Document P2-2: Letter from Christen Janzen to His Family (1711)

Reader Quiz
Part 2b
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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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