Chapter 102. Chapter 25b

Quiz for Chapter Twenty-Five Analyzing Voices: Coming of Age in the Postwar Years

Feature Quiz
Chapter 25b
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 102.1

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

Question 102.2

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

Question 102.3

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

Question 102.4

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

Question 102.5

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