“Proto-Indo-Europeans”:
a. migrated from Central Asia to the Middle East and Europe.
b. were terrified by the horses that had been domesticated by Mesopotamians.
c. were primarily foragers.
d. migrated to Indonesia and the remainder of Southeast Asia.
a. migrated from Central Asia to the Middle East and Europe.
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Competition and threats from Egypt and France, who were supported by the Sokoto caliphate, forced the British to give up its presence in the African savanna region.
Indicate whether this statement is true or false.
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
For corporations in the 1950s, diversification and conglomeration were
A. innovations not previously characteristic of American firms. B. hedges against major recessions. C. keystones of federal economic policies. D. ways to avoid becoming involved overseas.
Which of the following best describes candidate Lincoln's stance on the slavery issue?
A. He was open to opening up western territories to slavery. B. He was committed to abolition. C. He had no desire to restrict slavery where it was already legal. D. He thought the issue should be decided by the Supreme Court.