Quiz for Document 15-3: J. Wright Mooar, Buffalo Days (1933)
Reader Quiz
Chapter 15c
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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