Quiz for Beyond America’s Borders: New France and the Indians: The English Colonies’ Northern Borderlands

Select the best answer for each question. Click the “submit” button for each question to turn in your work.

Question 4.6

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

Question 4.7

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

Question 4.8

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

Question 4.9

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

Question 4.10

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