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Answer:
a.) The proportional up movement , u, for the currency can be calculated using the following formula:
u = eStd Dev * Square root of t
u = e0.06*square root of 0.25
u = 1.0305
b.) Probability of up movement, p , = (a - d) / (u - d)
where a = ert where r = 0.025, t = 0.25
a = e0.025*0.25 = 1.0063
d = 1 / u = 1 / 1.3050 = 0.7663
p = (1.0063-0.7663) / (1.3050-0.7663)
p = 0.46
1-p = 1-0.46 = 0.54
c) Price of an American Call Option on the currency : we use binomial tree for that , as follows: The amounts below line indicate the option price and figures above line indicate the underlying asset price which is 0.55555
Answer:
$6,000,000
Explanation:
Change in risk = 0 in 1,000 to 1 in 1,000 = 0 to 0.001 = +0.001
Change in wage = $30,000 to $36,000 = +$6,000
Therefore:
wage/risk = 6,000/0.001
= $6 million or $6,000,0000
The value of a human life for workers with these characteristics should a cost-benefit analyst use is $6,000,000 because workers are willing to receive an extra $6,000 for a 1 in 1,000 increase in risk of death, implying a value of life of $6 million)Value of human life for workers with these characteristics = $6 million .
In order words the workers require $6,000 to accept a death risk of .001. The value of life implied by this is $6,000/.001 = $6,000,000.
Answer:
$52,860
Explanation:
The computation of the ending inventory using the lower of cost or market method is shown below:
Product Cost Net realizable value Lower of cost or NRV
RSK-89013 600 × $38 = $22,800 600 × $47 = $28,800 $22,800
LKW-91247 420 × $47 = $19,740 420 × $40 = $16,800 $16,800
QEC-57429 510 × $26 = $13,260 510 × $32 = $16,320 $13,260
Carrying value of the ending inventory is $52,860
Answer:
The answer to the question is B I51,753 bonds
Explanation:
The present price of the bond and the total amount to be raised of $170m were used in arriving at the number of bonds to be issued.
n 20
Coupon 6.60%
YTM 7.7%*1000=77
FV 1000
PV ($1,120.25)
The current price of the bond $1,120.25
Total amount to be raised $170,000,000
Number of bonds to be issued=total amount /bond price 151,752 approx...151753
Find attached spreadsheet with formulas so as to be able to follow through.
