Chapter 48. Chapter 6d

Quiz for Chapter Six Thinking Like a Historian: The Black Soldier’s Dilemma

Feature Quiz
Chapter 6d
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 48.1

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

Question 48.2

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

Question 48.3

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

Question 48.4

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

Question 48.5

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

Question 48.6

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