The price paid to each factor adjusts to balance the supply and demand for that factor. Because factor demand reflects the value of the marginal product of that factor, in equilibrium, each factor is compensated according to its marginal contribution to the production of goods and services.
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Explanation:</u></h3>
The incremental profit that is being earned for an additional single unit by subtracting the price of the product and all the variable cost that is associated with that product is the marginal contribution. It is the earnings that is obtained in total for paying all fixed expense and also for the profit generation.
The price that is spent for the every factor in order to adjust balancing the supply and demand of that particular factor. This is because of the reason that, the value of the marginal product of any factor is controlled by the demand factor. Thus in an equilibrium state there will be a compensation of each factor based on the marginal contribution to the production of goods and services.
I had to look up the term "bear market" because I was unaware of what it meant.
Bear Market = a market where prices are falling. This type of market encourages selling.
Answer: I think that because it stated in the problem stable companies were still affected, that means that Bellwether Company will be affected by the bear market falling prices. Therefore, I hypothesize that because the stock market it experiencing a bear market Bellwether's prices will continue to fall.
Did that make sense?
Answer:
$4,300
Explanation:
Since the call expired, the $500 premium must be reported as a short term capital gain. Short term capital gains are taxed in the periods that they occur, so they do not affect the basis of the stocks. It is something similar to dividends, if you receive dividends they will be taxed as short term gains = ordinary income, bu they do not affect the stocks' basis.
Answer:
$0.745
Explanation:
GIven that
Current stock price
= $40
strike price X = $50
time to expiry of option = 3 - month
put price option
= $11
call price option
= $1
and the risk-free rate r = 6%
The amount that can be made on the arbitrage can be evaluated as a function of the Put-call parity.
i.e For parity ;




50.255 = 51
the difference in both values above illustrates that there is no parity taking place and the arbitrage estimation here = 51 - 50.255 = $0.745