Quiz for Document 9.7 New Jersey Pro-Jackson Convention, 1828
Quiz for Document 9.7: New Jersey Pro-Jackson Convention, 1828
Document 9.7: New Jersey Pro-Jackson Convention, 1828
Choose the best answer to each question.
Question
1.9
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Question
1.10
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
Question
1.11
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
Question
1.12
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