Which resource would most likely be formed in a humid environment?

a. evaporites
b. red beds
c. sand deposits
d. coal
e. diamonds


d

Environmental & Atmospheric Sciences

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In general, between 1990 and 2010, the fuel efficiency of vehicles sold in the United States has

A) increased dramatically, nearly doubling in this 20-year period. B) increased by about 50%. C) showed only a slight increase. D) decreased by about 30% due to additional pollution control devices on exhaust systems.

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

Describe the inflammatory response, including in your explanation why we often see pus at the site of an infection

What will be an ideal response?

Environmental & Atmospheric Sciences

Dinoflagellates have a deeper compensation depth than diatoms

Indicate whether the statement is true or false

Environmental & Atmospheric Sciences