Quiz for Document 28.9 George Mitchell, Response to Oliver North, 1987

Quiz for Document 28.9: George Mitchell, Response to Oliver North, 1987

Document 28.9: George Mitchell, Response to Oliver North, 1987

Choose the best answer to each question.

Question 1

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Question 2

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

Question 3

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

Question 4

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

Question 5

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