"The present is the key to the past." This statement relates to _____

a) Catastrophism
b) Uniformitarianism
c) Aristotle's hypothesis
d) William Smith's theory
e) None of the above


Answer: b) Uniformitarianism

Environmental & Atmospheric Sciences

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The universe is presently 98% hydrogen and helium. Indicate whether the statement is true or false

Environmental & Atmospheric Sciences

Which of the following related to the promise of solar energy is incorrect?

A) The Earth receives 100,000 terawatts of solar energy per hour. B) The energy produced by fossil fuels in the U.S. in a year is equivalent to 35 minutes of insolation. C) The technology for solar energy is not yet available for widespread use. D) Periods of cloudiness and night are current drawbacks to available solar technology.

Environmental & Atmospheric Sciences

________ are designed to provide mechanical support at the base of a slope

Fill in the blank(s) with correct word

Environmental & Atmospheric Sciences

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

Environmental & Atmospheric Sciences