Approximately 91 percent of the coal use in the United States today is used for ________

A) home heating
B) transportation
C) construction
D) electricity


Answer: D

Environmental & Atmospheric Sciences

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Which of the following is least associated with economics?

A) A miner pans for gold in the mountains of California. B) An artist sells her paintings in an art gallery. C) Studying the sky, a child looks for faces in the clouds. D) A waitress carefully wipes down tables before heading home after a long day.

Environmental & Atmospheric Sciences

____ are likely to be found in subduction zones

A) Abyssal hills B) Submarine canyons C) Mid-ocean ridges D) Trenches

Environmental & Atmospheric Sciences

Which of the following is not a location in which volcanoes typically occur?

A) hot spots B) sea-floor spreading centers C) subduction zones D) where continental and oceanic plates converge E) plutons

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences