The exponential rate of growth of the total human population over the past 100 years has been a result of ____.

A. large birth rate increases
B. sharp drop in death rates
C. significant immigration
D. leveling off of death rates
E. fewer epidemics


Answer: B

Environmental & Atmospheric Sciences

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The majority of the oil pollution of the ocean comes from

a. blowouts (rupture of a borehole of an oil rig in the ocean) b. tanker accidents c. environmental terrorism d. runoff from land e. normal operation of offshore wells

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

Bottom trawling is devastating because there is habitat destruction in addition to any bycatch

Indicate whether the statement is true or false

Environmental & Atmospheric Sciences

In the United States, oil production is ________ oil consumption

A) significantly less than B) slightly greater than C) significantly greater than D) slightly less than E) equal to

Environmental & Atmospheric Sciences