Which of the following is incorrectly matched?
A. endogenic - internal processes
B. exogenic - external processes
C. radioactive decay heat - exogenic energy source
D. weathering - exogenic breaking and dissolving the crust
Answer: C. radioactive decay heat - exogenic energy source
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Organisms that spend their entire lives as plankton are called which of the following?
A) Holoplankton B) Meroplankton C) Phytoplankton D) Virioplankton E) Zooplankton
Explain how evidence of climate changes makes it all but certain some of it is anthropogenic
What will be an ideal response?
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
Today, ____ of the world's population and ____ of the U.S. population live in urban and suburban areas.
A. 52%; 82% B. 20%; 75% C. 82%; 52% D. 90%; 87% E. 100%; 100%