Which of the following is an example of a revived language?
A) Hebrew
B) Basque
C) Swahili
D) Arabic
E) Dravidian
Answer: A
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Which category of toxic chemical has an acute response that includes death?
A. neurotoxin B. carcinogen C. teratogen D. mutagen
One main cause of creep is
A) melting of ice during a volcanic eruption. B) oversteepening of a slope due to construction. C) expansion and contraction of soils during freezing and thawing. D) collapse due to weight of intense rains saturating the sediment.
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
Which of the following statements best compares an mT air mass with an mP air mass?
A. An mT air mass is warmer and drier. B. An mT air mass is warmer and moister. C. An mT air mass is colder and drier. D. An mT air mass is colder and moister.