Quiz for Experiencing the American Promise: Operation Pedro Pan: Young Political Refugees Take Flight

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

Question 27.1

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Question 27.2

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

Question 27.3

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

Question 27.4

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

Question 27.5

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