[NeedAttention]

src="data:image/png;base64,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


Answer: B

Environmental & Atmospheric Sciences

You might also like to view...

A solar telescope would quickly incinerate your eyes, so how do astronomers save their eyes when looking at the Sun?

A) They look at the image very quickly. B) They use heavy filters to block out light, particularly at specific wavelengths. C) They project the telescope image onto a large screen or record the image with a camera. D) They use a special water cooled camera system to avoid superheating the camera.

Environmental & Atmospheric Sciences

Today, ________ has the worst acid deposition problem, primarily because of ________

A) Sweden; methane emissions from cattle and natural gas heating B) the United States; soil dust aerosols C) European Union nations; tropospheric ozone D) China; coal-fired electrical and industrial plants E) Tehran; burning fuel wood

Environmental & Atmospheric Sciences

Perpetrators of genocide in Rwanda might receive community service instead of jail time, a development made possible by:

A) Gacaca court system B) crony capitalism C) telephone law D) ujamaa justice

Environmental & Atmospheric Sciences

A population of birds is found on a remote island. Which of the following information is most important in deciding if the birds all belong to a single species?

A) Whether the matings produce viable eggs or offspring of some matings are sterile B) Whether they share many physical characteristics C) Whether they mate with one another D) Whether the males all sing similar songs

Environmental & Atmospheric Sciences