The most important product of European industry in the eighteenth century was
a. spices.
b. steel.
c. coal.
d. textiles.
e. oil.
d
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For Gandhi, the spinning wheel represented ________
A) Hindu traditions B) British rule C) Indian independence D) technological advancement
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
Which of the following is not part of the tragic hero pattern?
a. hubris b. a turn of fate c. a victory for the hero d. blindness e. an error
What was the most basic reason so many Americans moved so much, especially to the new western lands?
A. greater political freedom B. a sense of providential destiny C. improved economic opportunity D. more comfortable social relationships