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michael beard

michael b.

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BEST MATCH

Is the dataset “cleanup_sites_per_cnty” a vector or raster GIS dataset? (4pts) 2. Does the dec_cleanup.aprx document you just saved store the DEC cleanup sites dataset? (does saving the .aprx save the data?) (2pts) Part 2 Classification 3. The top gray horizontal bar in this histogram is much longer than the others in this dataset. What does that mean about the frequency of cleanup sites across all the counties in New York State? (6 pts) 4. According to the current map, which region of New York State has the most counties with the most DEC sites (and associated pollution)? (2pts) 5. If the input data is the same, why don’t the equal interval and quantile methods show exactly the same distribution across the map? (2pts) 6. The equal interval, quantile, and natural breaks classification methods all result in different distributions of cleanup sites across New York State. Why would the difference between those classifications matter if you are a policy-maker at the DEC trying to determine who is most impacted by such sites? (4 pts)

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BEST MATCH

Your brother wants to borrow $10 comma 25010,250 from you. He has offered to pay you back $12 comma 00012,000 in a year. If the cost of capital of this investment opportunity is 8 %8%, what is its NPV? Should you undertake the investment opportunity? Calculate the IRR and use it to determine the maximum deviation allowable in the cost of capital estimate to leave the decision unchanged.

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BEST MATCH

The total contribution margin is the unit contribution multiplied by the number of units minus the fixes coponent of the total cost?

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4. A super villain is on a rampage! He flies full speed toward Capital City with plans to destroy it. A mighty superhero learns of his evil plot and is determined to stop him, flying after him as fast she can. The supervillain is 900 miles from Capital City and traveling there at 75 miles per minute. The mighty superhero is 1100 miles from the city and going 100 miles per minute. Who will get there first?

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BEST MATCH

Automobile insurance companies charge lower rates to married individuals than they do to unmarried individuals. What economic reason is there for such a practice? multiple choice 1 To keep rates to a minimum, insurance companies estimate the probability of accidents by categorizing individuals. Statistics show married drivers are safer drivers. Thus, they are charged a lower rate. Insurance companies use price discrimination to take advantage of the fact that unmarried individuals have a lower elasticity of demand. This is simply a strategy for maximizing profit. Automobile insurance suffers from the free rider problem. To offset this problem, insurance companies estimate the probability of accidents by categorizing individuals. There is no good economic reason for the difference in prices between married and unmarried individuals. Further, this practice is illegal. Is it fair? Whether this practice is fair is a question to be answered with (Click to select) .

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6. A gas with R = 187 N-m/(kg-K) and \(\gamma = 1.3\) flows through a variable area duct. At a certain point in the flow, the static pressure and temperature are 80 kPa and 15°C, respectively, while the velocity is 100 m/s. The gas is then isentropically expanded until its velocity is 300 m/s. Determine the pressure, temperature, and Mach number that exist the resulting flow.

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The effect that a new smart phone manufacturer entering the marketplace will have on the market for smart phones Shift in supply or demand Direction of the shift in the curve (right or left) Change in price (increase or decrease) Change in quantity demanded (increase or decrease)

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What is a limitation of using only observational methods in comparative psychology? a) Lack of ecological validity b) Reduced objectivity c) Limited sample size d) Overemphasis on genetics

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Suppose that 11% of adults belong to health clubs, and 60% of these health club members go to the club at least twice a week. Find the probability that a randomly selected adult belongs to a health club and goes there at least twice a week. (Round to 3 decimal places)

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On the graph below, estimate the point of greatest curvature 3 2 1 -4 -3 -2 -1 1 2 3 4 -1 -2 -3 x =

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