P=present value
F=future value=500
n=number of years=2
i=annual interest rate=3%
We have
F=P(1+i)^n
=>
P=F/(1+i)^n
=500/(1.03^2)
= 471.30 to the nearest cent
Answer:
If IBM stock price rises from $105 to $112, the profit associated with the passive strategy is $ 35,000 and the profit associated with the covered call writing strategy is $ 45,000
.
Explanation:
Shares = 5000
Price of shares = $105
Sell Price = $112
The profit associated with the passive strategy = $(112 - 105) × 5000
= $ 35,000
Now with covered call also included in the strategy the profit/loss from covered call can be calculated as
Strike Price = $110
Spot Price = $112
Total Shares on which Call options are sold = 50 × 100 = $5000
Total Premium received = 5000 × 4 = $20000
(Spot Price - Strike Price ) × Total Shares
= $(112 - 110) × 5000
= $10,000
Hence Net Profit = Premium received - $10,000 = $20,000 - $10,000
= $ 10000
Hence the profit associated with the covered call writing strategy
= $35,000 + $10,000
= $ 45,000
→Answer:
a. $188,533.82
b. $219,296.09
Explanation:
These problems can be solved using the present value of annuity formula which is:
PV= C x (1-(1+r)^-n)/r
Where:
PV = the present value of annuity (the amount we are solving for)
C= The annual amount receivable from the insurance company ($20,700)
r= The interest rate (7%)
n= Number of years (15 and 20 years respectively)
- To solve the first question (a) plug the variables into the formula and you will have → 20,700 × (1-(1.07)^-15)/.07= $188,533.82
- to solve the second question (b) plug the variables into the formula and you will have → 20,700×(1-(1.07)^-20)/.07 = $219,296.09
Answer:
decisional
Explanation:
She is playing a decisional role in the above scenario since she has to make the necessary arrangements and arguments and select the best possible price for the given scenario.
It would make you not want to invest in someone young you would whanna invest in someone older with more experience with selling.Someone young would be a good way to promote your investment.
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