Internal migrations from part of a country to another are the most common form of permanent migration
Indicate whether the statement is true or false.
Answer: FALSE
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What is the largest category of exports from Canada to the United States?
A) automobiles and automobile parts B) energy resources C) iron ore D) forest products E) computer hardware
The west coast of the United States receives two high tides and two low tides of varying heights per
day. What kind of tidal pattern is this? a. Diurnal tides b. Semidiurnal tides c. Semidiurnal mixed tides d. Spring tides
Sea turtles can mistake discarded plastic bags for jellyfish and choke to death trying to eat them.
Answer the following statement true (T) or false (F)
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