The basic building blocks of all matter are called ________
A) atoms
B) electrons
C) ions
D) neutrons
E) protons
A
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What is true of the intertropical convergence zone?
A) It coincides with the geographical equator. B) It is the result of the convergence of a Hadley cell and Ferrel cell. C) It is subject to seasonal variations. D) It coincides with areas of strong winds.
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
Detrital sedimentary rocks differ from chemical sedimentary rocks in that
A) detrital sedimentary rocks accumulate in depositional basins, while chemical sedimentary rocks do not B) detrital sedimentary rocks are composed of visible pieces of preexisting rocks C) chemical sedimentary rocks are composed of chemical elements, while detrital rocks are not D) chemical sedimentary rocks accumulate in the ocean, while detrital rocks do not
As a crime against humanity, ethnic cleansing is defined by the United Nations as involving all but which of the following?
A) murder B) arbitrary arrest and detention C) rape and sexual assaults D) forcible removal and deportation E) trials