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Breakeven Inflation

Market-implied inflation expectation: the inflation rate at which the nominal Treasury and the comparable-maturity TIPS would deliver the same real return. Approximated by the nominal-minus-real yield difference.

When to use: Use as the cleanest market read on inflation expectations. The 10-year breakeven (10y Treasury yield − 10y TIPS yield) is a daily-quoted indicator of market-priced inflation, watched closely by bond and Fed-policy traders.

Calculator

Formula

Breakeven=1+TreasuryYield1+TIPSYield1TreasuryYieldTIPSYield\text{Breakeven} = \frac{1 + \text{TreasuryYield}}{1 + \text{TIPSYield}} - 1 \approx \text{TreasuryYield} - \text{TIPSYield}

Variables

SymbolNameDescriptionUnit
BreakevenInflationBreakeven InflationMarket-implied inflation expectation, as a decimal%
TreasuryYieldTreasury YieldRisk-free benchmark yield as a decimal%
TIPSYieldTIPS YieldReal yield on inflation-protected security, as a decimal%

Real-Life Examples

Example 1: 10y Treasury vs. 10y TIPS

10y nominal Treasury yields 4.50%; 10y TIPS yields 2.00%.

Given

TreasuryYield = 0.045TIPSYield = 0.02

Step-by-Step

1.Breakeven = 1.045 / 1.02 − 1 = 1.02451 − 1 = 0.02451 = 2.45%
2.Approximation: 4.50% − 2.00% = 2.50%
Result:0.02

10y breakeven inflation is 2.45% (or 2.50% by the simple-subtraction approximation). The market expects average annual CPI of about 2.5% over the next decade — a key real-time indicator for monetary-policy and asset-allocation decisions.

Frequently Asked Questions

Because it embeds an inflation risk premium (compensation for inflation uncertainty) and a TIPS liquidity premium (TIPS are less liquid than nominal Treasuries, so demand a yield premium). Breakeven typically overstates expected inflation by ~25-50 bps in normal times.

Daily by Fed officials, fixed-income traders, and macro investors. The 5y5y forward breakeven (5-year inflation, 5 years from now) is a particularly clean read on long-term inflation expectations free of near-term noise.

Because nominal yields and real yields are both in the few-percent range, the (1+Nominal)/(1+Real) − 1 form differs from the simple subtraction by only a few basis points. Most market commentary uses the simple form.

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