Discuss the major provisions of the Clean Air Act
The major provisions of the Clean Air Act are:
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National Standards: The EPA is required to establish national air-quality standards that protect public health and provide an adequate margin of safety without regard to cost.
State Implementation Plans (SIPs): After the EPA sets standards, states produce SIPs to meet them. If a state fails to produce an acceptable SIP, the EPA develops its own plan for that state.
Regulation of stationary sources: The EPA sets limits on the amount of pollution a stationary source produces and requires that they obtain permits for construction, operation, or renovation.
Prevention of significant deterioration (PSD) Program: Any applicant for a permit must demonstrate that its emissions will not cause an overall decline in air quality, regardless of health impact.
Motor vehicles: The EPA sets standards for the pollution control devices in motor vehicles and also the composition of fuel.
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Non-probability sampling methods take shortcuts that:
A) save time, effort, and money B) obliterate the equal-chance guarantee of any probability sampling method C) evidence a lazy researcher D) lead to accurate, representative results at reduced costs E) both A and B
Which of the following payments is considered preferential?
A. Payment made by an insolvent debtor within 250 days of the filing of the bankruptcy petition B. Payments made in the ordinary course of business C. Payment to a creditor giving him a greater percentage of a preexisting debt than other similar creditors D. Payment of monthly utility bills
A catalog retailer in the United States has identified African American professionals between the ages of 35 and 45 as a group of potential customers for its products. The retailer plans to direct its marketing efforts toward this group of consumers
Which of the following market segmentation variables did the catalog retailer most likely use? A) demographic B) psychographic C) user status D) loyalty status E) usage rate
The table below contains the results of a Monte Carlo simulation with 500 trials to determine the expected NPV. What is the correct formula in cell B509 to determine the probability that the NPV will be less than or equal to zero?
a) =NORMDIST(0,B506,B508,TRUE)
b) =NORM.S.DIST((0-B506)/B508,TRUE)
c) =COUNTIF(B4:B503,"<=0")/COUNT(B4:B503)
d) All of the above
e) None of the above