In the winter, when water use is low, precipitation ________ evapotranspiration
A) equals
B) is below
C) exceeds
D) fluctuates between exceeding and equaling
E) fractuates between equaling and below
Answer: C
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The force that acts on a planet orbiting the Sun is a
A. centripetal force. B. gravitational force. C. both of these D. none of the above
Mexico's region of oil and gas production is in the
A. northwest B. central plateau C. south D. east coast
The subdivision of the geologic time scale that represents the longest time span is called a(n) _________
a. epoch b. era c. period d. stage
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