Quiz for Analyzing Historical Evidence: Ending the War in Vietnam
Select the best answer for each question. Click the “submit” button for each question to turn in your work.
Question
29.6
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Question
29.7
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
Question
29.8
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
Question
29.9
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
Question
29.10
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