Value bonds and calculate yields
Calculate bond prices, yields to maturity, duration, and convexity. Professional bond calculator for fixed income analysis and investment decisions.
The Bond worksheet calculates bond price, yield to maturity or call, and accrued interest using either 30/360 or actual/actual day count methods. Bond valuation involves calculating the present value of all future cash flows - both coupon payments and the face value repayment.
The calculator supports two day count methods:
Bond prices and yields move inversely. When the yield exceeds the coupon rate, the bond trades at a discount. When the yield is below the coupon rate, the bond trades at a premium.
Price = Σ[C/(1+y/f)^t] + FV/(1+y/f)^n
Where: C = Coupon payment, y = Yield, f = Payment frequency, FV = Face value, n = Number of periods
Scenario: 7% coupon corporate bond, semi-annual payments, maturing 12/31/2007, settling 6/12/2006, 8% yield to maturity
Step | Input | Display | Description |
---|---|---|---|
1 | 2ND BOND | SDT= 12-31-1990 | Enter Bond worksheet |
2 | 6.1206 ENTER | SDT= 6-12-2006 | Enter settlement date |
3 | ↓ 7 ENTER | CPN= 7.00 | Enter 7% coupon rate |
4 | ↓ 12.3107 ENTER | RDT= 12-31-2007 | Enter redemption date |
5 | ↓ | RV= 100.00 | Leave redemption value as is |
6 | ↓ 2ND SET | 360 | Select 30/360 day-count |
7 | ↓ | 2/Y | Leave as semi-annual |
8 | ↓ 8 ENTER | YLD= 8.00 | Enter 8% yield |
9 | ↓ CPT | PRI= 98.56 | Compute bond price |
10 | ↓ | AI= 3.15 | View accrued interest |
Accrued interest = $3.15 per $100. The bond trades at a discount because its yield (8%) exceeds the coupon rate (7%). Total amount to pay = $98.56 + $3.15 = $101.71 per $100 par.
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