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PRICE() Spreadsheet Function for T-Note/T-Bond
How to use the function PRICE() in Excel and other spreadsheet tools for US Treasury Notes/Bonds?
✍: FYIcenter.com
PRICE() is a function provided in Microsoft Excel, Apache OpenOffice
and other spreadsheet tools. It allows you to calculate the price
from a given YTM (Yield To Maturity) of a debt security that pays periodic interest.
It can be used to calculate the price for a US Treasury Note/Bond (T-Note/T-Bond).
PRICE(settlement, maturity, rate, yld, redemption, frequency, [basis])
where:
settlement = the settlement date after purchasing the T-Note/T-Bond
maturity = the maturity date of the T-Note/T-Bond
rate = the coupon rate
yld = the YTM (Yield To Maturity)
redemption = the redemption value
frequency = number of coupon payments per year
basis = the day count basis:
0: US (NASD) 30/360
1: Actual/actual
2: Actual/360
3: Actual/365
4: European 30/360
You can try to apply the PRICE() to a US Treasury Note/Bond (T-Note/T-Bond) by setting:
redemption = $100.00 frequency = 2, coupon paid semiannually basis = 1: Actual/actual
You can follow these steps to use the PRICE() function:
1. Start Excel or other spreadsheet tool.
2. Enter the following formula in a cell:
=PRICE("2025-04-30", "2027-04-30", 0.0375, 0.03795, 100, 2, 1)
3. Take the output:
99.9141
4. Compare it with the following 2-year T-Note auction example:
Term and Type of Security: 2-Year Note CUSIP Number: 91282CMY4 Series: BA-2027 Interest Rate: 3-3/4% (Coupon rate: 3.75%) High Yield: 3.795% (the highest accepted YTM) Price: 99.914113 (the lowest accepted price) Accrued Interest per $1,000: None Issue Date: 2025-04-30 Maturity Date: 2027-04-30
As you can see, the output of the PRICE() function matches well the price in this example.
You can also use our price calculator to validate the result. Click this link "T-Note 91282CMY4 settled on 2025-04-30 with a YTM of 3.795%", you will see the purchase price of $99.9141 displayed.
⇒ YIELD() Spreadsheet Function for T-Note/T-Bond
⇐ Spreadsheet Functions for T-Note/T-Bond
2025-06-18, ∼519🔥, 0💬
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