The geographic point of conflict of the French and Indian War was

A. The Hudson River Valley
B. Georgia
C. The Ohio Valley
D. The Mississippi


Answer: C. The Ohio Valley

History

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Which of the following was not a result of the Hellenistic economic changes?

A. The infusion of Persian silver into the Mediterranean world B. Inflation C. Increased prosperity D. Impurities in metal coins E. An international market economy

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In the American Revolution, the rebels

A. received the support of a number of European countries. B. developed a number of innovative attack techniques used by Napoleonic armies. C. was marked by the seizure of political and military power by the poorest segment of colonial society. D. contained a series of major battles in which American firepower literally destroyed some of the best units of the British army. E. was significantly enhanced by the large slave component in the rebel army.

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

History

The vibrant black culture in 1920s New York City that included poets and novelists Countee Cullen, Langston Hughes, and Claude McKay was called

What will be an ideal response?

History