Answer:
The correct answer is B. may change as time passes and circumstances
Explanation:
The concept of comparative advantage is one of the basic foundations of international trade. It assumes as decisive the relative costs of production and not the absolute ones. In other words, countries produce goods that have a lower relative cost compared to the rest of the world.
Answer: net exports
Explanation:
Balance of payment simply shows the estimation of the inflows and outflow of a nation's money for a certain year. It should be noted that current account of the balance of payment consists of three main components which are the trade in Goods, the trade in services, and the transfer payments.
The trade in goods is segregated into imports and export. This therefore makes the net exports volatile and vital because it has higher share in a current account.
Answer:
200
Explanation:
Base on the scenario been described in the question, the position required if the portfolio has a beta 1 is been calculated as follows .
number of contracts required is
Number of contract =10,000,000/(500×100)
Number of contract =10,000,000/50,000
Number of contract =200.
A long put position is needed because the contracts must provide a positive payoff when the market reduces.
Answer:
a. Debit to raw material inventory for $12,750, debit to material price variance $750 and credit to account payable for $13,500.
Explanation:
Date Journal Entry Debit Credit
Raw Material Inventory $12,750
Material Price Variance $750
Accounts Payable $13,500
Answer: $297,353.33
Explanation:
In calculating the Opportunity Cost of using that space with the available data, the following formula can be used (notice that APR is a yearly figure and the rent is monthly),
Opportunity cost = Rent per month *12* (1-tax rate) / APR
= $3,431.00 * 12 * ( 1 - 0.35) / 0.09
= 297353.333333
= $297,353.33
$297,353.33 is the opportunity cost of using this space.
Note the method used above is the faster method but if you want to use the other method, first you change the rent to a monthly figure. Then you divide it by the cost of capital to get the present value. Then you multiply by the After tax rate of (1 - tax rate). It's basically the same as the above though.
