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Fixed income

Bond Yield to Maturity Calculator

Reviewed by Finin2min Editorial Desk · Last reviewed 11 August 2026

Solve the annualised yield that equates a bond's market price with coupon and redemption cash flows.

Bond inputs

Annualised YTM
Current yield
YTM assumes coupon reinvestment at the same yield and full payment at maturity.

How This Is Calculated

Yield to Maturity (YTM) is the annualized return a bond would generate if held until maturity and all coupons reinvested at that same rate — solved as the discount rate that equates the present value of all future coupon and principal payments to the bond's current market price, which differs from the coupon rate whenever the bond trades above or below face value.

Frequently Asked Questions

Why is YTM different from the bond's coupon rate?
The coupon rate is fixed at issuance and reflects the bond's stated interest payments. YTM reflects the actual return based on the current market price — if a bond trades below face value, YTM is higher than the coupon; if it trades above face value, YTM is lower than the coupon.
Does YTM assume coupons are reinvested?
Yes — YTM implicitly assumes every coupon payment received is reinvested at the same YTM rate until maturity, which may not match actual reinvestment opportunities available at the time, making YTM a useful benchmark but not a guaranteed realized return.

Evidence and verification checklist

Before relying on this page

This page is a structured implementation summary, not the operative legal text. Portal or process acceptance of a filing does not by itself establish legal compliance - the underlying classification, authority, evidence and timeline still have to be independently correct. Where the facts are contested, high-value, or time-barred if delayed, verify the current position with the official source and, where appropriate, a qualified professional before acting.

Last reviewed: 15 July 2026

Methodology, assumptions and sources

Scope: Computes the Yield to Maturity (YTM) of a bond — the internal rate of return an investor earns if the bond is held to maturity and all coupons are reinvested at the same rate — given the bond's price, coupon rate, face value and remaining maturity.

Calculation logic

  1. Set up the bond's cash flow stream: periodic coupon payments (Face value × Coupon rate ÷ Payments per year) for each remaining period, plus return of face value at maturity.
  2. Solve for the discount rate r (the YTM) such that the present value of this cash flow stream, discounted at r, equals the bond's current market price — solved via iterative numerical methods since there is no closed-form algebraic solution for YTM.
  3. Where the bond trades below face value (discount), YTM will be higher than the coupon rate; where it trades above face value (premium), YTM will be lower than the coupon rate — the calculator's output reflects this relationship consistently.

Inputs and assumptions

Exclusions and edge cases

Sources

No specific external regulatory source applies beyond general market-linked instrument mechanics.

Review status: reviewed and approved by CA Nikhil Gupta on 18 July 2026.

© 2026 Finin2min · Educational decision support · Validate assumptions and applicable law.

Guides that use this calculator

Background, worked examples and the rules behind these numbers.

Regulatory disclosure — SEBI

Finin2min is not registered with the Securities and Exchange Board of India (SEBI) as an Investment Adviser or as a Research Analyst. This tool performs an arithmetic calculation on the figures you enter and is published for general information and educational purposes only. It is not investment advice, it is not personalised to your financial circumstances, objectives or risk tolerance, and it is not a recommendation to buy, sell or hold any security, scheme or product. Projected values are illustrative and follow directly from the assumptions you supply; actual returns will differ, and past performance does not indicate future results. Consider consulting a SEBI-registered Investment Adviser before acting on any investment decision.