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Yield to put is the rate at which the present value of cash flow to the first put date is equal to the price plus interest rate. It is used for putable security. It is also similar to yield to call. The assumptions under the yield to put calculation are:
Any interim coupon payment can be reinvested at the yield calculated.
The bond will put on the first put date.
For example, assume a Rs.100 par value, 7% 5-year bond is selling for Rs.104.66 and putable at par at the end of three years. If the bond is put at the end of three years then the cash flow will be like this:
Table 1: Showing Cash Flows in Different Year
Year
Receipts
Total Receipts in the Year Rs.
1st year
Two coupons of Rs.3.50 each
7
2nd year
3rd year
Two coupons of Rs.3.50 each + put price 100.00
107
The present value for interest rates is shown in table 6. It is very clear from the table that 5.30% annual rate makes the present value of the cash flow equal the price of Rs.104.66. So 5.30% is the yield to put.
Table 2
Annual Interest Rate (%)
Semiannual Interest Rate (%)
Summated PV of 6 Cash Flow Payments of Rs.3.50 each (Rs.)
PV of Rs.100.00 (Rs.)
PV of Cash Flow (Rs.)
4.90
2.45
19.3107
86.48
105.79
5.10
2.55
19.2462
85.98
105.22
5.20
2.60
19.2141
85.73
104.94
5.30
2.65
19.1821
85.48
104.66
limitations of historical cost
The Pennington Corporation issued a new series of bonds on January 1, 1979. The bonds were sold at par ($1,000), have a 12 percent coupon, and mature in 30 years, on December 31,
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