The acceptance of a theory or hypothesis is based on _______.
a. a preponderance of evidence
b. a hunch
c. a belief
d. the pronouncements of authorities
e. common sense
a. a preponderance of evidence
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The only continent that does not presently have glaciers is:
a. South America. b. North America. c. Africa. d. Europe. e. Australia
What is the difference between the saturated zone and the unsaturated zone? What is the name of the undulating surface that forms the top of the saturated zone?
What will be an ideal response?
The type of gravity-driven, downslope movement where the material moves very, very quickly as a high-viscosity fluid is called
A) fall. B) slide. C) slump. D) creep. E) avalanche.
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