Answer:
The price she sold the bond is $1,001.47
Explanation:
The formula for yield return in given as ;
Yield to maturity= (Annual interest+ per value - market price ÷ numbers of years to maturity)/per value+ market price÷ 2
048 = (Selling price + [(.07 × $1,000)/2] - $989)/$989
Making selling price the subject of formula we have this as the abswer
Selling price = $1,001.47
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Answer:
compile and analyze the data
Explanation:
Since Peter has already identified the problem, his next step is to compile and analyze the data. This will allow Peter to see all of the data together and try to find what the cause of the problem actually is, which will ultimately allow him to develop a solution to it. This is done by inspecting and cleaning the data in order to find useful information, informing conclusions and data supporting decision-making.
Answer:
The value of x is 566.36
Explanation:
The value of x should be such that the present value of both Investments is the same when discounted at a rate of 11%. To calculate the present value, we use the following formula,
Present Value = CF 1 / (1+r) + CF 2 / (1+r)^2 + ... + CFn / (1+r)^n
Where,
- CF represents Cash flow
- r represents the discount rate
So, we equate both the present value of Investment A and B to calculate the value of x.
Present Value of A = Present Value of B
450/(1.11) + 650/(1.11)^2 + 850/(1.11)^3 = 850/(1.11) + x/(1.11)^2 + 450/(1.11)^3
1554.472661 = 765.7657658 + x/(1.11)^2 + 329.0361216
1554.472661 - 765.7657658 - 329.0361216 = x/(1.11)^2
459.6707736 * (1.11)^2 = x
x = 566.3603602 rounded off to 566.36