Quiz for Experiencing the American Promise: Going Ahead or Gone to Smash: An Entrepreneur Struggles in the 1830s

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

Question 11.6

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

Question 11.7

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

Question 11.8

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

Question 11.9

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

Question 11.10

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