Quiz for Beyond America’s Borders: Transnational Feminisms
Select the best answer for each question. Click the “submit” button for each question to turn in your work.
Question
28.11
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
Question
28.12
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
Question
28.13
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
Question
28.14
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
Question
28.15
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