The Works Progress Administration funneled assistance directly to the jobless.
a. true
b. false
Answer: a. true
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The papacy reached its zenith of power in the thirteenth century during the papacy of
A) Urban II. B) Pius III. C) Gregory VII. D) Boniface VIII. E) Innocent III.
In the South, social prestige and influence were determined by
A) birth order and family heritage. B) ties to prominent, English families. C) class and caste. D) the region of the South where one lived. E) the amount of land one owned.
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
The Chinese and Muslim states were often successful in dealing with nomadic peoples by
a. assimilating them. b. defeating them in battle. c. fending them off through diplomacy. d. converting them to Buddhism.