A follower of Islam is most often known as a(n)

A) Koranian.
B) umma.
C) Muslim.
D) caliph.
E) Muhammadan.


C

History

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Discuss the factors that created the sustained economic boom after the Second World War, and explain the consequences of this economic boom.

What will be an ideal response?

History

After 1607 thousands of colonists came to the American colonies. Regarding religious toleration, which of the following was false?

a. most colonies allowed Catholics and Jews to practice their religions openly b. toleration, although not total, was more complete in America than in the Old World c. toleration in New England was generally limited to Puritans d. a wide assortment of religious groups found a home in New Amsterdam

History

Carter's corollary to the Monroe Doctrine protected U.S. interests in __________.

A. the Caribbean Sea B. Western Europe C. South Africa D. the Persian Gulf

History

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