Quiz for Making Historical Arguments: Was there a Sexual Revolution in the 1920s?

Select the best answer for each question. Click the “submit” button for each question to turn in your work.

Question 23.6

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Question 23.7

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

Question 23.8

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

Question 23.9

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

Question 23.10

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