If increases in solar energy were causing global warming, the upper atmosphere would be:

A) cooler than the lower atmosphere.
B) slightly warmer than the lower atmosphere.
C) significantly warmer than the lower atmosphere.
D) the same temperature as the lower atmosphere.


Answer: D

Environmental & Atmospheric Sciences

You might also like to view...

The biome that has been disturbed by human activity more than any other, on a global basis, is the ____________________

Fill in the blanks with correct word

Environmental & Atmospheric Sciences

[NeedAttention]

src="data:image/png;base64,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

Environmental & Atmospheric Sciences

Which of the follow pairs of terms are related to one another?

A. groundwater and runoff B. groundwater and evaporation C. groundwater and aquifer D. confined aquifer and water table

Environmental & Atmospheric Sciences

Pelycosaurs used their fin-backs like a sail for locomotion. Indicate whether the statement is true or false

Environmental & Atmospheric Sciences