Answer:
brainllest if right
This means that they are very superior or in a higher rank than others.
Explanation:
Answer:
Year Dry Prepreg discounted cash flow
0 -$30,000 -$30,000
1 10,000 8,772
2 10,000 7,695
3 10,000 6,750
4 10,000 5,921
5 10,000 5,194
Year Solvent Prepreg. discounted cash flow
0 -$90,000 -$90,000
1 28,000 24,561
2 28,000 21,545
3 28,000 18,899
4 28,000 16,578
5 28,000 14,542
a. Calculate NPV, IRR, MIRR, payback, and discounted payback for each project
Dry Prepreg
NPV = $4,330
IRR = 19.86%
MIRR = 17.12%
payback = 3 years
discounted payback = 4.17 years
Solvent Prepreg
NPV = $6,130
IRR = 16.80%
MIRR = 15.51%
payback = 3.21 years
discounted payback = 4.58 years
b. Assuming the projects are independent, which one(s) would you recommend?
- both projects, since their NPV is positive
c. If the projects are mutually exclusive, which would you recommend?
Dry prepreg becuase its IRR, MIRR are higher, and its payback and discounted payback periods are shorter.
Answer:
price below 25: 25.2493%
price above 28: 36.9441%
Explanation:
median = (min + max) / 2 = (18 + 36) / 2 = 27
standard deviation: in a normal distribution all values are among 6 standard deviaiton: (36 - 18) / 6 = 3
We need to convert the values into a normal distribution of (0;1)
<u>Probability of less than 25:</u>
(X - median) / standard deviation = (25 - 27) / 3 = -0.66667
Now, we look into the normal distribution for this value
P(z< -0.6667) = 0.252492538
<u>Probability of more than 28</u>
1 - probability of less than 28
normalization:
(X - median) / standard deviation = (28 - 27) / 3 = 0.33333
1 - P(z<0.33333)
1 - 0.63055866 = 0.36944134
D. Increased personal workload
Answer:
7.6%
Explanation:
Calculation for What is the annualized forward premium or discount of the euro
Using this formula
Euro annualized forward premium or discount = [(F/S) - 1] x 360 days/90 days
Where,
F represent forward rate $1.07
S represent current spot rate $1.05
Let plug in the formula
Euro annualized forward premium or discount =[($1.07/$1.05) - 1] x 360 days/90 days
Euro annualized forward premium or discount =($1.019-1)×x 360 days/90 days
Euro annualized forward premium or discount =0.019×360 days/90 days
Euro annualized forward premium or discount =0.076×100
Euro annualized forward premium or discount = 7.6 %
Therefore the annualized forward premium or discount of the euro will be 7.6%