The cotton boom in the early nineteenth century caused a
A) rapid increase in the number of slaves freed by their masters.
B) strict enforcement of laws against the interstate slave trade.
C) demand for more labor which was met by a renewed growth of slavery.
D) steady increase in support for the colonization movement and in the number of former slaves colonized in Africa.
C
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How were townspeople in the Late Middle Ages able to become independent from the local lord?
A) The tax revenues were withheld from the tax collector. B) Towns were numerous so lords had few peasants to work the lands. C) Armed rebellion by the peasants led to the lord's downfall. D) Townspeople purchased a charter from the monarch and elected their own government officials. E) They created a walled city to exclude the lord.
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
The Democratic-Republicans were supporters of __________
A) Britain in international conflicts B) the British model of democracy C) a strong federal government D) the rights of states
During the 1856 presidential campaign, James Buchanan played on the racism of some voters and called his opponents __________
Fill in the blank(s) with correct word