You would be at most risk of an intraplate earthquake in which metropolitan area of the United States?
a. ?Seattle, Washington
b. ?Miami, Florida
c. ?Salt Lake City, Utah
d. ?St. Louis, Missouri
e. ?Los Angeles, California
ANSWER: d
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
Developed countries
a. are high-income b. are low-income c. use about 88% of the world's resources d. make up about 80% of the world's population e. Are high-income and use about 88% of the worlds resources
What is a mass extinction?
a. The continuous extinction of various species b. The result of excessive allopatric speciation c. The result of accumulated harmful mutations d. An occurrence when an entire phylum of cohorts dies off e. A rapid increase in the rate of extinctions that reduces Earth’s biotic diversity
What are the four factors that influence rock strength? Describe how they will affect the rock when it is under stress
What will be an ideal response?