Chapter 1. Part 9b

Quiz for Document P9-2: Leroy McClelland Sr., Interview with Bill Barry (2006)

Reader Quiz
Part 9b
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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