We are given with the data: A = <span>$6,951.20 per semi-annum that is $13902.4 per annum, i equal to 1.75% compounded semi-annually, and asked for P or the present worth to maintain the withdrawal for 15 years.
the formula to be used is attached in the file (third one). substitute the i = 0.0175, n = 30, A = </span>$13902.4 and get P.
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Answer
The answer and procedures of the exercise are attached in the following archives.
Explanation
You will find the procedures, formulas or necessary explanations in the archive attached below. If you have any question ask and I will aclare your doubts kindly.
Answer:
correct option is A. Investment in bonds $10,400
Interest receivable 266
Cash $10,666
Explanation:
given data
face value = $10,000
bonds = 8%
mature time = 5 years
solution
we know at At 104
price paid for the bonds = $10,400 in absence of accrued interest
this is because of bond that is purchase between interest date and cash interest for time May 1 to September 1 4 months
and here interest will be for 4 month is
interest = face value × bonds rate × timer
interest = $10000 × 8% ×
interest = $266.67
so total amount paid will be
total amount paid = $10400 + $266.67
total amount paid = $10666.67
as on October 31 interest received here interest receivable will credit of $266
so correct option is A. Investment in bonds $10,400
Interest receivable 266
Cash $10,666