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Amortising bonds

Also written Amortising bond · Amortizing bond · Amortizing bonds

Bonds in which the borrower repays principal over the life of the bond along with interest, rather than all at maturity — so the stated maturity is only the date of the last instalment.

In plain language

Most bonds work like a lump-sum loan: interest every period, and all the principal at the end. An amortising bond spreads the principal out.

The workbook's definition: a bond in which payments made by the borrower include both interest and principal. The principal is repaid over the life of the bond, in more than one instalment, rather than at maturity.

The everyday examples are the loans people actually take — auto loans, consumer loans and home loans. Each EMI carries a little principal and some interest, and the loan shrinks as it goes.

How it works

Two consequences follow.

Interest falls over time. Interest is charged on the principal still outstanding. As instalments repay principal, the base shrinks, so each period's interest is smaller than the last.

"Maturity" means something narrower. The workbook states that the maturity of an amortising bond refers only to the last payment in the amortising schedule, because the principal is repaid over time — redemption in more than one instalment. Two bonds with the same maturity date can therefore return money on very different schedules.

Contrast the fixed rate or plain vanilla bond in the same chapter: a fixed term to maturity, coupons at pre-defined periods, and the principal repaid on maturity, usually at par.

Amortising cash flows are also what make asset-backed securities possible. Housing loans of an originator can be pooled and bonds created that represent a claim on the borrowers' repayments — mortgage-backed securities, known in India as structured obligations (SO). The workbook notes that assets with regular streams of cash flows are ideally suited to this.

A worked example

Illustrative numbers.

Two 3-year bonds, each for Rs 12,00,000 at 10 percent annual interest.

Amortising bond — Rs 4,00,000 of principal repaid each year:

YearPrincipal outstanding at startInterest at 10%Principal repaidTotal payment
1Rs 12,00,000Rs 1,20,000Rs 4,00,000Rs 5,20,000
2Rs 8,00,000Rs 80,000Rs 4,00,000Rs 4,80,000
3Rs 4,00,000Rs 40,000Rs 4,00,000Rs 4,40,000
TotalRs 2,40,000Rs 12,00,000Rs 14,40,000

Plain vanilla bond — principal at maturity:

YearInterestPrincipalTotal
1Rs 1,20,000—Rs 1,20,000
2Rs 1,20,000—Rs 1,20,000
3Rs 1,20,000Rs 12,00,000Rs 13,20,000
TotalRs 3,60,000Rs 12,00,000Rs 15,60,000

Both "mature" in year 3. But the amortising bondholder has Rs 8,00,000 of principal back before the final year, and earns Rs 1,20,000 less interest because less money is lent for less time. For the amortising bond, year 3 is simply the date of the last instalment.

Why NISM asks about it

Chapter 3 (Characteristics of Debt Securities) defines amortising bonds in section 3.4 among the types of debt securities, next to fixed rate, floating rate, zero coupon and asset-backed securities. The examinable points are the definition — payments include both interest and principal — the loan examples, and the precise meaning of maturity for such a bond. Expect them as options in a "which type of bond" question.

Common exam traps

  • Maturity of an amortising bond is only the last payment, not the date when all principal is returned in one go.
  • Auto, consumer and home loans are the workbook's examples of amortising structures.
  • Interest falls each period because it is charged on a shrinking principal.
  • Do not confuse amortising with zero coupon. A zero coupon bond pays nothing until maturity; an amortising bond pays principal and interest throughout.
  • Do not confuse amortising with step-up. A step-up bond changes the coupon rate over time; an amortising bond changes the principal outstanding.
  • Plain vanilla repays principal at maturity, usually at par.

Where this is taught

Free preparation for NISM Series II-B

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