Quiz for Solo Analysis Document 4.4 Andrew Hamilton’s Defense of John Peter Zenger, 1736

Quiz for Solo Analysis Document 4.4: Andrew Hamilton’s Defense of John Peter Zenger, 1736

Solo Analysis Document 4.4: Andrew Hamilton’s Defense of John Peter Zenger, 1736

Choose the best answer to each question.

Question 4.11

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Question 4.12

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

Question 4.13

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

Question 4.14

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

Question 4.15

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