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Theoretically, the proceeds from the sale of a bond will be equal to:
In my mind the proceeds should be the present value of the principal (face) plus the present value of any purchased interest. In other words, it’s a 6 month coupon payment and three months have gone buy and so the buyer pays you for three months of interest that you aren’t going to get because they are.
But the right answer is this:
The present value of the principal amount due at the end of the life of the bond plus the present value of the interest payments made during the life of the bond, each discounted at the prevailing market rate of interest.
Wiley Explanation: Theoretically, market price (proceeds) of an obligation is equal to the present value of all future cash flows (i.e., the time value of money is considered). A bond has two sets of cash flows: periodic interest payments and the principal amount due at the end of the life of the bond. Such cash flows would be discounted at the prevailing market rate of interest at the time of the bond’s issuance.
Really – so the purchaser just hands over money equal to the present value of the principal and interest payments.
That makes no sense. Let’s forget the present value issue for the moment. That’s like the bank selling you a $10,000 1 year CD with a 10% interest rate for $10,100. If it sells it to you for that and then gives you your $10,100 back in a year then you’ve earned nothing.
I can see where you would sell a bond for the PV of the principal amount.
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