Which of the following is likely observed in a region where severe thunderstorms are producing tornadoes?
A. a dry tongue of cold air between the 700 and 500 hPa levels
B. cool air moving north at about the 850 hPa level
C. a strong ridge of high pressure over the region
D. absolutely stable air in the lower troposphere
Answer: A
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Most of Earth's fresh water is found in ____
A)glaciers B)lakes C)rivers and streams D)groundwater E)the atmosphere
A cut bank is the outside bank of a meander that is subject to erosion.
Answer the following statement true (T) or false (F)
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
____________ is the tendency of water to stick to other materials. Fill in the blank(s) with the appropriate word(s)