Chapter 1. Chapter 14c

Quiz for Document 14-3: Frances Butler Leigh, Letter to a Friend in England (1867)

Reader Quiz
Chapter 14c
true
true

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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