Answer:
$163,100
Explanation:
First find the present value of cashflows at year 1 and 2
<u>PV of $82,400;</u>
PV = FV/(1+r)^n
PV = 82,400/(1.1275)^1
PV = $73082.0399
<u>PV of $148,600;</u>
PV = FV/(1+r)^n
PV = 148,600 /(1.1275)^2
PV = $116,892.2473
From the cumulative present value of 303,764.34, find the balance after deducting the above PVs;
PV of cashflow yr3 = $303,764.34 -$73082.0399 -$116,892.2473
PV of cashflow yr3 = $113,790.053
Next, calculate year 3's cashflow;
Year 3 cashflow = 113790.053(1.1275)^3
Year 3 cashflow = $163,099.996
Expected cashflow in third year is approximately $163,100
The after-tax equilibrium quantity of cigarettes smoked will equal the socially optimal quantity of cigarettes smoked. The correct option is C.
<h3>What is the externality of smoking?</h3>
The externalities of smoking refers to the costs imposed by smoking on people other than smokers themselves, in particular through the health effects of passive smoking and the effects of smoking on health care costs and productivity.
Therefore, The after-tax equilibrium quantity of cigarettes smoked will equal the socially optimal quantity of cigarettes smoked. The correct option is C.
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This is a False Statement.
Generally Accepted Accounting Principles (GAAP) need not be followed by managerial accountants when preparing management reports.
Specifically, management accounting aims to
- provide Information for internal Organisation managers
- providing details to governmental regulating bodies
- Information for shareholders, the accounts payable department, and other parties outside the company
- information to shareholders, accounts payables, and other parties outside the company, as well as information to management inside the firm.
To Learn more about Management Accounting, Click the links.
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<span>In a monopoly, prices are usually higher
because there's no competition,
whereas in a competitive market items which are not priced orderly may never sell
so correct option is A
hope it helps
</span>
Answer:
e. $638
Explanation:
payment to be made as per forward contract (IN $)
= 39960/ 1.682
= $23757.43
now the actual rate after 90 days is 1.638
payment at 1.638 rate = 39960/ 1.638
= $24395.6
loss by hedging = $24395.6 - $23757.43
= $638.17
Therefore, The U.S. firm have saved or lost $638 in U.S. dollars by hedging its exchange rate exposure.