Describe the conditions required to change a layer of altostratus into a layer of altocumulus.?

What will be an ideal response?


ANSWER: This happens if the top of the original cloud deck cools while the bottom warms. Because clouds are such good absorbers and emitters of infrared radiation, the top of the cloud will often cool as it radiates infrared energy to space more rapidly than it absorbs solar energy. Meanwhile, the bottom of the cloud will warm as it absorbs infrared energy from below more quickly than it radiates this energy away. This process makes the cloud layer conditionally unstable to the point that small convection cells begin within the cloud itself. The up and down motions in a layered cloud produce globular elements that give the cloud a lumpy appearance. The cloud forms in the rising part of a cell, and clear spaces appear where descending currents occur.

Environmental & Atmospheric Sciences

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Which of the following statements is TRUE regarding the population pyramids of Australia and the Solomon Islands?



A) The Solomon Islands and Australia are growing at roughly the same rate.
B) Women have more children in Australia than do women in the Solomon Islands.
C) The Solomon Islands are growing faster than Australia.
D) Australia is growing faster than The Solomon Islands.
E) Australia has a younger population than the Solomon Islands.

Environmental & Atmospheric Sciences

One approach to preserving open space, used in cities such as Toronto and Vancouver, is to surround a city with a(n) ____.

A. highway B. mass transportation system C. greenbelt D. an area of cropland E. a series of open malls

Environmental & Atmospheric Sciences

Exfoliation is the physical weathering process that causes unloading

Indicate whether the statement is true or false

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences