A nation whose population profile shows the widest bars in the 40 to 60 age groups with narrower bars for older and younger age groups most likely reflects

A) an increasing fertility rate.
B) a fertility rate that has declined.
C) the impact of increased immigration into the country.
D) a war or pandemic between 50 and 70 years ago.


B

Environmental & Atmospheric Sciences

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Higher molecular mass amines tend to be less odorous than lower molecular mass amines. Why?

What will be an ideal response?

Environmental & Atmospheric Sciences

Place a check mark in the rock type column that corresponds to the process that could form or alter that rock.

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

What can a continental hot spot lead to?

A) Formation of a curved continental outline along two rifts B) Localization of a river and delta along the failed arm of the rift C) A thick accumulation of basalts and other volcanic rocks D) A region that is high in elevation relative to adjacent parts of the continent E) All of these are correct.

Environmental & Atmospheric Sciences