After Dewey's victory, Filipino leader Emilio Aguinaldo
a. petitioned Congress for Filipino statehood.
b. wrote to President McKinley to plea for annexation.
c. declared the Philippines an independent country.
d. immediately attacked American forces.
ANS: c
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How did Richard Hakluyt keep the dream of colonizing America alive?
a. He explored the New World and brought exotic products back to England. b. He interviewed explorers and propagandized their stories in a popular book. c. He started a successful colony that made reasonably good profits. d. He wrote a work on the variety and cultural diversity of Native Americans. e. He wrote a fictional story about a settlement but claimed it was a factual account.
Why did Mexico begin to encourage settlers from America to come to its Coahuila-Texas region?
A) ?? Mexico wanted to become a part of the United States and thought that having more U.S. settlers would facilitate this. B) ?? Few Mexicans would settle this undeveloped land because of fear of Indian attacks and lawlessness there. C) ?? New settlers would mean new tax revenues for the cash-strapped Mexican government. D) ?? Mexico wanted to establish a market for its slave trade. E) ?? All of these choices
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
In contrast to the Chivington Massacre, the Fetterman Massacre __________.
a) resulted in more white fatalities b) resulted in more Indian fatalities c) ended the Black Hills Gold Rush d) ended the Ghost Dances