The second letter of Koeppen climate subtype presents information about ________
Fill in the blank(s) with the appropriate word(s).
Answer: precipitation
You might also like to view...
The increasingly rapid movement of information and goods around the globe is known as
A) time-space compression. B) diffusion. C) transportation enhancement. D) transportation efficiency.
The only temperature scale that relates changes in internal energy to the absolute amount of heat gained or lost by a system is the
A. Centigrade scale. B. Fahrenheit scale. C. Kelvin scale. D. Celsius scale.
A drawback of lead-acid batteries being used to store large amounts of energy is
A. They can store only moderate amounts of energy per unit mass, the acid is corrosive, and they require an operating temperature of almost 600°F. B. The acid is corrosive. C. They can store only moderate amounts of energy per unit mass. D. They require an operating temperature of almost 600°F. E. They can store only moderate amounts of energy per unit mass and the acid is corrosive.
[NeedAttention]
src="data:image/png;base64,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