Global environmental concerns include

A. effects of global warming
B. El Nino
C. The ozone hole over Australia
D. All of the choices are correct


D. All of the choices are correct

Environmental & Atmospheric Sciences

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Water generally causes less erosion than does the wind in most deserts.

a. true b. false

Environmental & Atmospheric Sciences

Which of the following best describes the pattern of landforms of the Coastal South?

A) Flat, with many wetlands, swamps, lakes, and beaches. B) Rugged, rocky coastlines and thin soils. C) Dry with miles of dunes. D) None of the above.

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

How many branches does the polar jet stream have under La NiƱa winter conditions?

A. 1 B. 2 C. 3 D. 4

Environmental & Atmospheric Sciences