International voluntary migration
A) is insignificant now compared to prehistoric times.
B) is most likely to be from the periphery to the core.
C) is done typically for religious reasons.
D) is usually coordinated by the United Nations.
E) is both insignificant now compared to prehistoric times and is now done typically for religious reasons.
Answer: B
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Which of the following statements gives the main reason why the wintertime mP air masses are less common along the North American Atlantic coast than along the Pacific coast?
A. The water is warmer along the Atlantic coast. B. The prevailing winds aloft are westerly. C. The source region for mP air on the Atlantic coast is western Europe. D. The water is colder along the Pacific coast.
Current flow direction can be determined by cross-beds and ripple marks. Indicate whether the statement is true or false
Biome composed of a coniferous and deciduous trees with a short summer.
A. pelagic B. pioneer community C. marsh D. euphotic E. boreal forest F. deciduous forest G. grassland H. desert I. tundra J. biochemical oxygen demand K. phytoplankton L. savanna M. littoral zone N. benthic O. periphyton
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