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What yield is that price actually giving you?

A bond has three different numbers that all get called its yield, and they can be a percentage point apart. This works out the one that matters, plus the accrued interest you will be asked for at settlement.

Tax rules checked 20 August 2026

Yield to maturity
10.04%

Buying at ₹960 against a face value of ₹1,000, this bond yields 10.04% a year if you hold it to maturity and every coupon is paid. The coupon rate is 9% and the current yield is 9.38%.

Coupon rate
9.00%
On face value, not on what you paid
Current yield
9.38%
Ignores the pull to par
Yield to maturity
10.04%
The one to compare on

You are buying at a discount to the ₹1,000 that would make the yield equal the coupon, so the yield to maturity is above the coupon rate. The difference is the ₹4,000 returned at maturity on top of the coupons.

You pay
₹96,000
Coupons over the life
₹45,000
Coupons after 30% tax
₹31,500
Returned at maturity
₹1.00 L

The bond

Leave at zero if you are buying on a coupon date

Coupons are paid
Your income tax slab

Coupon income is taxed at your slab rate. TDS of 10% applies above ₹10,000 of interest in a year under Section 393 of the Income-tax Act 2025, formerly Sections 193 and 194A. That is credited against your bill, not added to it.

Every coupon, dated

DueGrossTDS at 10%NetCumulative
2027-02-26₹4,500₹450₹4,050₹4,050
2027-08-26₹4,500₹450₹4,050₹8,100
2028-02-26₹4,500₹450₹4,050₹12,150
2028-08-26₹4,500₹450₹4,050₹16,200
2029-02-26₹4,500₹450₹4,050₹20,250
2029-08-26₹4,500₹450₹4,050₹24,300
2030-02-26₹4,500₹450₹4,050₹28,350
2030-08-26₹4,500₹450₹4,050₹32,400
2031-02-26₹4,500₹450₹4,050₹36,450
2031-08-26₹4,500₹450₹4,050₹40,500

Dates are computed from today on the coupon frequency you selected, so they show the shape of the schedule rather than the issuer’s exact record dates. Check the actual dates against the issue documents.

How this is calculated

The price of a bond is the present value of everything it will pay you: every remaining coupon plus the face value at maturity, each discounted at the yield. Yield to maturity is that relationship solved backwards from the price you are actually paying.

There is no closed form for it, so this solves by bisection: it brackets the answer and halves the range 200 times. Newton’s method converges faster and can diverge on a deep-discount long bond where the curve is flat, and a yield that is occasionally wrong is worse than one that is always a millisecond slower.

Accrued interest is computed on a simple day count from the last coupon. This page is arithmetic on contractual cash flows rather than a projection, which is why no return ceiling applies to it: the coupon is a promise in a document, not an assumption about markets.

What this cannot tell you

Yield to maturity assumes every coupon is reinvested at the same yield, and nothing guarantees you can do that. If rates fall, your coupons get reinvested at less and your realised return comes in below the YTM the page shows. This is the assumption buried inside every YTM quoted anywhere, not just here.

It assumes the issuer pays. A yield materially above comparable bonds is the market pricing in the chance that it does not, and no arithmetic converts credit risk into a number you can rely on. The rating and the issuer’s accounts matter more than the yield.

It uses a simple day count rather than the issuer’s exact convention, and computes coupon dates forward from today rather than from the actual record dates. Settlement figures will be close but check them against the issue documents.

It does not model a call option, a put, a step-up coupon or an amortising structure, all of which change the answer and several of which appear in Indian issues.

What is yield to maturity?

The single annual rate that makes the present value of every remaining payment equal the price you are paying. It is the honest all-in return on holding a bond to maturity, because it counts both the coupons and the gain or loss between your price and the face value.

On the defaults here, a bond with a 9% coupon and five years left, bought at ₹960 against a ₹1,000 face value, has a yield to maturity of 10.04%. You get the 9% coupon on the face value plus ₹40 back at maturity that you never paid for.

What is the difference between coupon rate, current yield and YTM?

Three numbers, routinely confused, and on the defaults here they are 9%, 9.38% and 10.04%.

Coupon rate is the interest the issuer pays on the face value. It has nothing to do with what you paid.

Current yield is the annual coupon divided by your price. Better, but it ignores the pull to par entirely, so it understates a discount bond and overstates a premium one.

Yield to maturity counts both the coupons and the capital movement. It is the only one of the three you can use to compare two bonds with different prices and maturities, and it is the one to ask for.

Why does a bond trade below its face value?

Almost always because market interest rates have risen since it was issued. A bond paying a 9% coupon is worth less once new bonds of similar quality pay 10%, and the price falls until the yields match. The second reason is credit: if the market has doubts about the issuer, the price falls to compensate whoever takes that risk. The first is arithmetic and the second is a judgement, and they look identical on a screen.

What is accrued interest, and why am I paying it?

Interest builds up daily between coupon dates. If you buy halfway through a period, the seller has held the bond for that half and is entitled to that share, so you pay it to them and then receive the whole coupon on the next date. The quoted price is the clean price; what you actually settle is the dirty price, clean plus accrued. It is not a fee and it is not lost, but it does mean the cash leaving your account is more than the price you were quoted, which surprises most first-time buyers.

How is bond income taxed in India?

Coupon income is added to your income and taxed at your slab rate, with tax deducted at source at 10% above ₹10,000 of interest in a year. The TDS sits under Section 393 of the Income-tax Act 2025, which consolidated the old Sections 193 and 194A, and it is credited against your final bill rather than being an extra charge. Any gain between your purchase price and the redemption is a capital gain and is taxed separately.

Is a higher yield always better?

No, and treating it that way is how people get hurt in fixed income. A yield is a price, and a high one is the market telling you something about the issuer. Two bonds at 9% and 14% are not the same product at different prices; the second one carries a materially greater chance of not paying you back. The useful discipline is to compare yields only within a rating band, and to treat any yield far above its peers as a question rather than an opportunity.

What happens to my bond if interest rates change?

If you hold to maturity, nothing: you receive the coupons and the face value regardless of what rates do. If you sell before maturity, the price you get moves inversely with rates, and longer bonds move more. A five-year bond might move about 4% for a one percentage point change in rates; a fifteen-year bond considerably more. This is why the maturity you choose should match when you actually need the money.

What yield should I compare a bond against?

Against a government security of similar maturity, and after tax. The gap between the two is what you are being paid for taking credit risk, and it is the only meaningful way to judge whether a corporate yield is generous or thin. Comparing a bond’s pre-tax yield with a fixed deposit’s pre-tax rate is not a comparison either, since both are taxed at slab but the timing differs. The post-tax yield calculator handles that.

Questions people ask about this

By solving for the rate that makes the present value of all remaining coupons plus the face value equal the price paid. There is no closed-form solution, so it is found numerically. A 9% coupon bond with five years left bought at ₹960 against ₹1,000 face value yields 10.04%.

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