Answer:
a. Asarta Inc. could pay the fishermen $8,500 and keep polluting
Explanation:
The fishermen sell the fish for $8,000 a year at local market.
Due to pollution emitted by company into stream, their catch is dwindling and also their income.
The company benefits from usage of stream to the tune of $4,000 a year. In such scenario, if company compensates the fishermen for any amount between $8,000 and $40,000 then, in that case, optimal solution to the problem can be achieved in absence of any other transaction cost as per the Coase Theorem.
Therefore, The Asarta Inc. could pay the fishermen $8,500 and keep polluting.
Answer:
According to the numbers in the article
smoking among adults is inelastic because the percent change in price is less than the percentage change in quantity demanded.
Explanation:
Inelasticity means that price changes do not affect the demand for smoking among adults. When the habits of consumers to smoke are not determined by the change in the price of the item, the demand is described as inelastic. In other words, a change in the price of the good or service does not generate a corresponding change in the quantity demanded. Inelasticity, as an economic term, states that the quantity demanded of a good or service remains static when there is a change in its price.
Answer:
Correct answer is D, P3,900
Explanation:
Begging Allowance for doubtful account is P1,500 (96,000 - 94,500). Ending balance of Allowance for doubtful account is P3,000 (P108,000 -P105,000). We can now work back the provision for doubtful accounts that the company has made during 2008.
Beginning P1,500
Add:
Collection of written off accounts 800
Total P2,300
Less:
Written off 3,200
Total (P900)
Therefore, in order for the company to have an ending inventory of P3,000, They must have set up a provision for doubtful accounts in the amount of P3,900. Attached herewith is the T-account of allowance for doubtful accounts
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Answer:
the fund balance is $1,727,056.25
Explanation:
The computation of the fund balance is shown below:
Given that
PMT = $125,000
NPER = 10
RATE = 7%
PV = $0
The formula is shown below:
= -FV(RATE,NPER,PMT,PV,TYPE)
After applying the above formula, the fund balance is $1,727,056.25
Here basically the future value formula should be applied
