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Dmitrij [34]
3 years ago
11

Suppose that the government imposes a commodity tax on alcohol. Assuming that both alcohol demand and supply are relatively elas

tic, what happens to alcohol consumption and to the alcohol market price?
a. Alcohol consumption increases, whereas the alcohol market price increases if the tax is placed on the sellers or decreases if the tax is placed on the buyers.
b. Alcohol consumption increases, whereas the alcohol market price increases if the tax is placed on the buyers or decreases if the tax is placed on the sellers.
c. Alcohol consumption decreases, whereas the alcohol market price increases if the tax is placed on the sellers or decreases if the tax is placed on the buyers.
d. Alcohol consumption decreases, whereas the alcohol market price increases if the tax is placed on the buyers or decreases if the tax is placed on the sellers.
Business
1 answer:
belka [17]3 years ago
6 0

Answer:

c. Alcohol consumption decreases, whereas the alcohol market price increases if the tax is placed on the sellers or decreases if the tax is placed on the buyers.

Explanation:

Elastic demand is the situation that when the price of a good goes up the quantity demanded reduces. Since alcohol demand and supply are both elastic, If commodity tax is imposed on sellers then they decrease the supply and increase the price of alcohol. The increased price of alcohol will make buyers buy less of alcohol thereby reducing the consumption of alcohol.

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Twenty years ago, you won a state lottery, and you received $15,000 at the end of each of the next 10 years, and $20,000 at the
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The value of the amount won at the lottery at the end of 20 years is  $723,672.24.

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The formula for calculating future value of annuities is: yearly amount x annuity factor

Annuity factor = {[(1+r)^n] - 1} / r

Where:

  • r  = interest rate
  • n = number of years

Annuity factor for the first ten years = [(1.09^10) - 1] / 0.09 = 15.19293

15.19293 x $15,000 = $227,893.95

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Future value of the lump sum of  $227,893.95 in 10 years =  $227,893.95 x (1.09^10) = 539,507.86

Future value of the lump sum of $119,694.21 in 5 years = $119,694.21 x (1.09^5) = $184,164.38

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To learn more about annual annuities, please check: brainly.com/question/24108530

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<u>Calculation of WACC.</u>

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Debt                                  40%            6.60%             2.64%

Common Equity               60%             11.67%            7.00%

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