The leader of the Persian army who attempted to invade Greece in 490 B.C.E. but was defeated at Marathon was

A) Xerxes.
B) Agamemnon.
C) Themistocles.
D) Darius.
E) Ptolemy.


D

History

You might also like to view...

From mid-1862 through the spring of 1863, the fortunes of war shifted like a pendulum for Union forces, as President Lincoln:

a. searched in vain for an able field commander to succeed the Democratic General George McClellan b. saw his armies achieve some success, notably at the Battle of Chancellorsville in May 1863 c. named General Ulysses Grant as the top commander just in time for the Battle of Gettysburg d. successfully introduced new generals into command

History

[NeedAttention]

src="data:image/png;base64,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

History

As a child, Elizabeth Cady Stanton had a recurrent dream that she had been fathered by

a) Satan. b) one of her uncles. c) Thomas Jefferson. d) her next-door neighbor. e) Jonathan Anthony.

History

Which of the following states stood apart from the trend toward absolute monarchy in the 17th century and retained a parliamentary regime?

A) France B) Britain C) Spain D) Austria-Hungary

History