The projected increase of the Hispanic population in the U.S. over the next 25 years will most likely be fueled by

A) increased immigration from Mexico.
B) internal migration within the U.S.
C) increased immigration from South America
D) consistent immigration from Cuba.
E) births to Hispanics already living in the U.S.


E) births to Hispanics already living in the U.S.

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

Explain how aerosols in the troposphere and stratosphere affect global temperature

What will be an ideal response?

Environmental & Atmospheric Sciences

Sulfur dioxide does not produce any secondary pollutants

Indicate whether the statement is true or false

Environmental & Atmospheric Sciences

There are three possible fates for the universe: 1. eternal expansion; 2. total collapse; or 3. some equilibrium condition with no further motion. What conditions might favor one result over the other?

A) Critical velocity—is there enough momentum to continue expansion forever? B) Critical density—is there enough mass in the universe to cause gravitational collapse? C) Critical volume—is the universe large enough for unlimited expansion? D) Critical energy—is there enough energy in the universe to maintain either expansion or collapse?

Environmental & Atmospheric Sciences