Answer:
Spend $25000 on cyber insurance to transfer the risk
Explanation:
A cyber insurance is the best option since it protects the business from internet based risk such as the breach of customer database and other risks involved in the use of the internet by businesses and individual internet users.
The cost of purchasing a Data Loss Prevention solution that would cost $30000 per year will amount to $150000 in 5 years which will be more expensive compared to the cost of the risk it is been used to prevent. hence it is not a good option. also accepting the risk is a very bad option becasue the risk might harm the business beyond expectation.
Answer
Price of bond = 17.96825
Explanation:
Bond price = ∑(C /
)+ P /
where
n = no. of years
C = Coupon payments
YTM = interest rate or required yield
P = Par Value of the bond
put values in above equation
price = (5.66%/2) × 2000 × (0.31746) + ( 2000 ÷ 4.595×
)
= 17.96825
Answer:
5.47%
Explanation:
The computation of yield to maturity is shown in the attachment:
Given that
FV = $1000
PV = ($980)
PMT = 5% ÷ 2 × 1,000 = $25
Number of years = 5 years × 2 = 10 Years
The formula is shown below:
= Rate(NPER;PMT;-PV;FV;type)
The present value come in negative
So, after applying the above formula, the yield to maturity is
= 2.73 × 2
= 5.46%
Therefore with the help of spreadsheets (as attached), we could explain in a better manner.
Answer:
current market price = $953.29
Explanation:
the market price of the bond = present value of the face value + present value of coupon payments
PV of face value = $1,000 / (1 + 3.865%)¹⁸ = $505.31
PV of coupon payments = $35 x 12.79935 (PV annuity factor, 3.865%, 18 periods) = $447.98
current market price = $505.31 + $447.98 = $953.29
Answer:
The price you should be willing to pay for this stock= $24.86
Explanation:
To estimate the stock will be worth $50 per share 5 years from now and you require a 15% rate of return for stock investments of this type . Therefore 50= xX1.15^5 by solving this equation we have x= 24.86 . The price you should be willing to pay for this stock= $24.86