Near shore, waves with a wavelength of 200 feet will "feel" bottom when the depth is about ____

A) 20 feet
B) 50 feet
C) 100 feet
D) 200 feet


C

Environmental & Atmospheric Sciences

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Assume that the night will remain clear, calm, and unsaturated, and the predicted minimum temperature is 0°C. Suddenly the wind speed increases and remains gusty throughout the night. What would be the most likely minimum temperature?

A. higher than predicted due to mixing B. much lower than predicted due to radiational cooling C. about the same as predicted, but occurring earlier in the night D. higher than predicted due to the release of latent heat

Environmental & Atmospheric Sciences

Atoms of which of the following elements are smallest?

A) Ca B) K C) Mg D) Na

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences

Heifer International is a non-governmental organization that provides female animals such as cows, goats, and ________ to the impoverished

A) ducks B) pigs C) camels D) all of these

Environmental & Atmospheric Sciences