The Filthy Chemical Company dumps 100 tons of pollutants every year in the Pristine Lake. The Trout Fishing Co., the only other
user of the lake, estimates that if Q tons of pollution were cleaned up every year its profits would rise according to the relation ∆???? = 10 ???? − 1 10 ???? 2 Filthy estimates it can clean the pollutants at a constant average cost of $2 per ton. (a) In the interest of efficiency, how much pollution should be cleaned up every year? (b) Suppose Filthy bought the Trout Co. How much would it clean up? What if Trout bought Filthy? (c) State the Coase Theorem. Does your answer to (b) confirm or deny the theorem? Explain briefly.
1 answer:
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Answer:
d. 15.09
Explanation:
425,000 sales
52,500 AR
year of 365 days
<u>Days Sales Outstanding</u>
<u>Average days late</u>
45.09 - 30 = 15.09
in average customer pays within 45 days.
That is 15.09 days above the allowed credit period.