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Ford Motor Company has an outstanding bond issue in which each bond carries a $1,000 face value (FV = $1,000) and when the bond was originally issued many years ago it was offered with a coupon interest rate of 8.25 percent payable annually (or 0.0825 in decimal form). Although you don't know when the bond was initially issued in the primary market, the broker tells you the bond will mature in exactly 12 years, which will be on 2/12/2033. Based on this information, if you were to buy this bond today how much would you receive each year as the annual coupon or interest payment (C, in dollars)? Finally, if you were to buy this bond today and hold it until its maturity date, what would be the one-time cash flow you would receive from Ford Motor Company on 2/12/2033?
Annual Coupon Payment (C, in $) =
One-Time Cash Flow on 2/12/2033 (in $) =
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