The foundation of the Sumerian mathematical system was

a. base 10
b. base 60
c. inclusive of a zero
d. base 100
e. base 25


b

History

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Who was the Act of Abolition designed to benefit?

A) Indian men B) British crown C) merchants D) missionaries E) Indian women

History

What year did prohibition go into effect?

A) 1916 B) 1919 C) 1926 D) 1933

History

The "Japanese Miracle"

a. began with the creation of the Tokyo Stock Exchange in 1948. b. had its roots in the initial policy decisions made during the Meiji reform period. c. refers to the fact that Hokkaido was not damaged by atomic blasts. d. led to the establishment of a socialist economy. e. successfully completely abolished all social and gender discrimination.

History

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