Use of the continental shelf as the extent of a nation's territorial waters provides each country bordering the sea with a uniform share of coastal waters.
Answer the following statement true (T) or false (F)
False
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Which of these common items are made from petrochemicals?
A. glass bottles B. aluminum cans C. plastics and synthetic fibers D. organic fertilizers E. copper wire
Compared to your weight on Earth, your weight on Jupiter would be about
A. 3 times. B. 100 times. C. 300 times. D. 2 times. E. 3000 times.
Who interpreted the Grand Canyon to be a result of long-lived geologic processes?
A. John Wesley Powell B. Tavwoats Indians C. Tom Vail
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