The u. s. treasury issued a 10-year bond on november 16, 1998, paying 6.47% interest. thus, if you bought $600,000 worth of these bonds, you would receive $38,820 per year in interest for 10 years. at investor wishes to buy the rights to receive the interest on $600,000 worth of these bonds. the amount the investor is willing to pay is the present value of the interest payments, assuming a 6% rate of return. if we assume (incorrectly, but approximately) that the interest payments are made continuously, what will the investor pay?

The investor will pay $ 21,304.88 to receive an annuity of $38,820 each year for 10 years at 6% interest compounded continuously.

Given :

Interest on $600,000 worth of bonds = $38,820 per year

No. of years = 10 years

Discount rate = 6%

Compounding interval = Continuous compounding ( as given in the question)

We use the following formula to arrive at the Present Value:

PV = $ 21,304.88

c

explanation:

c because the item on a bank statement is also referred to as an account statement. in addition, it provides the beginning balance, ending balance, statement date, transaction date for each transaction, payee, customer name and address, statement period, the account holder's account number, and the bank's customer service number