Quiz for Document P3-3: Judith Sargent Murray, On the Equality of the Sexes (1790)
Reader Quiz
Part 3c
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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