The collision-coalescence process:

A) is most common at high latitudes.
B) is most frequent in cold clouds.
C) is dependent upon the different downward velocities of different-sized droplets.
D) explains the formation of snow better than it explains the formation of rain.


Answer: C

Environmental & Atmospheric Sciences

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How would connecting iron with a wire to a piece of metal like copper, which undergoes reduction very easily, affect the rate at which the iron corrodes?

A) It would increase the rate of corrosion. B) It would decrease the rate of corrosion. C) The rate would stay the same. D) Rates are only affected by temperature. E) none of the above

Environmental & Atmospheric Sciences

The response to Earth's rotation is ________

A) wind B) polar flattening C) equatorial flattening D) faulting creating Death Valley E) the collision of plates causing Mt. Everest

Environmental & Atmospheric Sciences

True or False: Almost all natural rocks are consolidated aggregates of minerals

Indicate whether this statement is true or false.

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences