Quiz for Making Historical Arguments: Progressives and Conservation: Should Hetch Hetchy Be Damned or Saved?
Select the best answer for each question. Click the “submit” button for each question to turn in your work.
Question
21.6
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
Question
21.7
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
Question
21.8
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
Question
21.9
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
Question
21.10
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