Black troops returned to America from World War I on integrated ships

Indicate whether the statement is true or false.


Answer: FALSE

History

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German culture during the Nazi Era

A) used public education to indoctrinate youth. B) subordinated religions to the state. C) encouraged large families. D) required women to contribute to the economy as well as rear their children and care for their homes. E) all of the above.

History

Which of the following Biblical stories was derived from Mesopotamian sources?

a. The Exodus b. The crossing of the Red Sea c. The journey from Canaan to Egypt d. The Garden of Eden and the Flood e. The wandering of the Jews in the Sinai desert for forty years

History

What was the crisis of confidence in the fourteenth century?

A) Weakened centralized authority through Europe B) Doubt in the holiness of the popes, combined with rampant church corruption C) Weakened centralized authority in eastern Europe D) Weakened centralized authority in western Europe E) None of these

History

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