International trade problems probably contributed more to the Panic of 1837 and the subsequent depression than Jackson's policies
Indicate whether the statement is true or false.
Answer: TRUE
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In 1793-1794 Eli Whitney of Georgia devised the _________ that cleaned picked cotton in a cost-efficient and productive manner
A) cotton gin B) cotton cleaner C) cotton de-seeder D) cotton spinner
How did the ideas promoted by Booker T. Washington and W. E. B. Du Bois contradict each other?
A) Washington believed in the good of an industrial society, whereas Du Bois saw the dehumanizing nature of industrialism. B) Washington believed in African Americans gradually gaining rights, whereas Du Bois believed in all rights being demanded by all people immediately. C) Washington believed that unions decreased the efficiency of production, whereas Du Bois believed in the power of unions to support workers. D) Washington believed the woman's place was in the home, whereas Du Bois believed in women's rights to vote, work, and contraception. E) Washington believed in an expansion of U.S. influence in the world, whereas Du Bois believed in the country isolating itself from everyone.
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
One advantage which Northern blacks had over Southern blacks was their
A) right to vote in local and national elections. B) ability to organize movements to protest their treatment. C) free access to public buildings and facilities. D) right to testify in court against whites.