Desert regions that exhibit a discontinuous pattern of ephemeral streams that do not flow out of the desert to the ocean are said to have a(n) ________
A) subterranean drainage
B) exterior drainage
C) evapotranspiration
D) interior drainage
Answer: D
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Which of the following amino acids will exist as a -2 ion at very high pH?
A) arginine B) glutamic acid C) isoleucine D) none of these
Which of the following conditions are associated with large, heavy snowflakes?
A. dry air and temperatures well below freezing B. moist air and temperatures near freezing C. moist air and temperatures well below freezing D. dry air and temperatures near freezing
Maps that maintain true shape of small areas are said to be _______________
Fill in the blank(s) with correct word
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