[NeedAttention]

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


Answer: E

Environmental & Atmospheric Sciences

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The exposed bedrock in the background of the figure below, to the right, formed as



A) isostatic rebound caused the land to extend upward.
B) particularly resistant rock and/or thin ice left the rock above the ice surface.
C) a mantle hot spot melted the glacier in this localized area.
D) local wind-blown deposition concentrated in this area of the glacier.

Environmental & Atmospheric Sciences

Which is the LEAST developed region among the following?

A) North America B) Eastern Europe C) Southwest Asia D) Western and Central Europe E) East Asia

Environmental & Atmospheric Sciences

At divergent plate boundaries, what are the operating forces?

a. compressional b. lateral shearing c. tensional d. thrusting e. normal

Environmental & Atmospheric Sciences

Coral formations

A) tend to occur poleward of 30° latitude. B) survive in a broad ecological range because they are tolerant of temperature, salinity, and depth variation. C) require water that is high in sediment concentration. D) are made of animals living symbiotically with simple algae.

Environmental & Atmospheric Sciences