[NeedAttention]
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
Answer: the Yellowstone caldera
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Distortions in our cognitive images are the result of
A) partial or incomplete information. B) biased information. C) our likes and dislikes. D) the strength of our memories. E) partial or incomplete information, biased information, our likes and dislikes, and the strength of our memories.
A(n) ________ may eventually be formed as layers of sediment are buried by subsequent layers of sediment.
A. sedimentary rock B. foliated rock C. igneous rock D. metamorphic rock E. sedentary rock
Slash-and-burn farming occurs in steppe climates
Indicate whether the statement is true or false
An extensive, continuous mass of ice occurring on a continental scale is known as a(n)
A) piedmont glacier. B) tidal glacier. C) ice sheet. D) tidewater glacier.