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nalin [4]
2 years ago
10

table 1 shows the demand schedule for electricity from a coal burning utility table 2 shows teh utiliyy cost of producing electr

icity and the external cost of the pollution created
Business
1 answer:
Snezhnost [94]2 years ago
7 0

The quantity of electricity generated is <u>300</u> kilowatts a day and the price of electricity is<u> 12 </u>cents a kilowatt.

The pollution tax is <u>6 </u>cents a kilowatt.

The tax revenue is ​$<u> 18</u> a day.

Coal-fired power plants generate electricity by burning coal in a boiler to produce steam. The generated steam flows into the turbine under enormous pressure, driving the generator to generate electricity. The steam is then cooled, condensed and returned to the water, then returned to the boiler, and the process restarted from the beginning.

In the United States, coal is mainly used as a fuel for power generation. Coal-fired power plants burn solid coal, solid coal, and lignite. The heat from burning coal is used to turn water into high-pressure steam, which turns a turbine to generate electricity.

Learn more about pollution tax here: brainly.com/question/24704410

#SPJ4

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In Maddie's company, senior officers eat in the same cafeteria as the entry-level workers. On a trip to a different country, she
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Power distance

Explanation:

"Power distance is a term that describes how people belonging to a specific culture view power relationships - superior/subordinate relationships - between people, including the degree that people not in power accept that power is spread unequally.

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3 years ago
Vanessa bought a house for $268,500. She has a 30 year mortgage with a fixed rate of 6.25%. Vanessaâs monthly payments are $1,59
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Answer:

Ans. A) $9,314.45

Explanation:

Hi, first we have to bring to present value the monthly payments to be made for 30 years (360 months). In order for this to be useful, we have to convert this annua compounded monthly rate (6.25%) to an effective rate, that is 6.25% / 12 = 0.5208%. Now, when we find this present value, we are going to substract it from the price of the house and that is the value of the down payment. But let´s just go ahead and do it together.

We have to use this formula to bring to present value the $1,595.85 monthly payments, for 30 years (360 months) at a rate of 6.25% (0.5208% monthly).

PresentValue=\frac{A((1+r)^{n}-1) }{r(1+r)^{n} }

It should look like this

PresentValue=\frac{1,595.85((1+ 0.005208 )^{360}-1) }{0.005208(1+0.005208)^{360} }

Present Value=259,185.55

Now, let´s go ahead and find the down payment.

DownPayment=Price-PresentValue

DownPayment=268,500-259,185.55= 9,314.45

So, the answer is a). $9,314.45

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Answer:

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