This term is used to describe clouds found in the middle height range

A) alto B) cumulus C) stratus D) cirrus


A

Environmental & Atmospheric Sciences

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Seawater interacting with hot sea floor at spreading ridges may produce mineral deposits.

Answer the following statement true (T) or false (F)

Environmental & Atmospheric Sciences

The fundamental characteristic(s) that distinguish(es) a mineral is/are its ________.

A. Crystal structure only B. Grain size C. Chemical composition and its crystal structure  D. Organic materials. E. Chemical composition only

Environmental & Atmospheric Sciences

Which of these statements regarding biogeography is false?

A) Despite their similarities, new world tropical forests and old world tropical forests are occupied by different sets of living organisms. B) Closely related species tend to be found close together, suggesting they evolved in one place and then spread. C) Island species are usually most closely related to species found on the closest mainland. D) Islands tend to be occupied by many land animals, but few or no flying ones.

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences