Answer:
20 is the socially optimal number
Explanation:
In this question, we are asked to calculate the socially optimal number of clean streets given the marginal cost of cleaning them.
To solve this problem, we employ a mathematical approach as follows:
Market demand = Sum of Individual demand
Magaret demand = p = (50-Q)/2 = 25-0.5Q
Thomas demand = P = 40-Q
Market demand = 25-0.5Q + 40-Q = 65-1.5Q
MC = 35
Socially optimal number = MC = Market demand
35 = 65-1.5Q
30 = 1.5Q
Q = 20
Answer:
b. a radio broadcast
Explanation:
The pure public good is a good which is non-rivalrous and non-excludable. Non-rivalrous represents that the goods does not diminshed in the case when more people consumed it while on the other hand, the non-excludable represents that the goods are available to all
Therefore as per the given options, the option b is correct
hence, the other options are incorrect
Answer: c. $3,960,000
Explanation:
Using the units-of-production method of depreciation, depreciation is done per unit used.
With a residual value of zero, the formula is;
= Cost x Millage used / Useful life mileage
= 55,000,000 x 36,000,000/500,000,000
= $3,960,000
Answer:
145 millons free cash flow for the year
Explanation:
100 operating income
+ 15 depreciation (this expense do not involve cash, so they add up cash)
+50 long term asset sales (more cash in form of currency)
-10 capital expenditure (cash used purchase, mantaing or improve their assets)
-10 investment in working capital (we use it to adquire assets or pay liabilities)
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145 millons free cash flow for the year
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