Since 1979 hurricanes and tropical storms have been given both male and female names. How are these storms named if there are more than 21 named storms in a given year?
A. They just keep getting alternating male and female names.
B. They are named after letters in the Greek Alphabet, starting with alpha.
C. They are named by number, starting with 22.
D. They are named after the ancient Roman gods.
E. They are named after famous scientists.
Answer: B
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What best explains how surf forms along a shoreline?
A. waves beginning to interact with rip currents B. waves beginning to interacting with the tides C. waves beginning to drag on the seafloor and slowing down D. waves beginning to encounter warmer coastal waters E. waves beginning to encounter offshore winds
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
Which of the following is true about location-allocation analysis?
A. A location-allocation analysis requires a model or algorithm for problem solving. B. A location-allocation analysis requires inputs in supply, demand, and distance measures. C. Distances may represent shortest-path distances on a road network or straight-line distances. D. All of these are correct E. Both a location-allocation analysis requires inputs in supply, demand, and distance measures and a a model or algorithm for problem solving.
Canada is the world's chief producer of rare earth minerals, which are used for a wide variety of purposes including chemical processes and electronics applications
Indicate whether the statement is true or false.