Chapter 1. Part 2e

Quiz for Document P2-5: Journal of James Kenny (1761–1763)

Reader Quiz
Part 2e
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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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