The ________ waves' motion is similar to S waves, except it is from side-to-side in a horizontal plane roughly parallel to Earth's surface.
A. H
B. T
C. P
D. Rayleigh
E. Love
Answer: E
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If we assume that the absolute vorticity of flowing air is conserved, air moving northeastward will bend ____ to compensate for the ____ in Earth's vorticity
a. anticyclonically; decrease b. anticyclonically; increase c. cyclonically; increase d. cyclonically; decrease e. cyclonically; lack of change
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
What is kerogen?
A. The active ingredient in kerosene B. A waste product from the production of oil from oil shale C. A fuel supplement added to diesel oil D. The useful ingredient in oil shale E. Sludge from sewage plants
Describe the basic geographic distribution of Hindus, Muslims and Sikhs in South Asia.
What will be an ideal response?