Do you think pays for these damages? How? What will be an ideal response?


Everyone pays for these damages through higher insurance premiums, increased federal
and state taxes, and higher costs for consumer goods and agricultural products.

Environmental & Atmospheric Sciences

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In comparison to white asbestos, blue asbestos is the less harmful type used for industrial purposes. Indicate whether the statement is true or false

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Both the presence of banded iron formations and red beds are evidence that the atmosphere and

hydrosphere changed from oxidizing to reducing in the Proterozoic Indicate whether the statement is true or false.

Environmental & Atmospheric Sciences

What characteristic of a sand dune causes the greatest problems?

a. It is difficult to walk across. b. It absorbs heat. c. It migrates. d. You cannot grow anything on it. e. It provides poor traction

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

Environmental & Atmospheric Sciences