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Back to module planSIFPrime AcademySeries V-D Chapter Study
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Series V-D · CH18

Introduction to Interest Rate, Interest Rate Instruments and Fixed Income Markets

Yield, duration, PVBP, repo, T-bills, G-Secs and yield-curve risk

Exam weight

6 questions

Practice set

45 questions

Module

Interest Rates

Workbook

Pages 425-494

Chapter path

Prepare, revise, sample, scan, mock

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Interest Rates chapters

CH18Introduction to Interest Rate, Interest Rate Instruments and Fixed Income MarketsCH19Interest Rate DerivativesCH20Exchange Traded Interest Rate FuturesCH21Exchange Traded Interest Rate OptionsCH22Strategies using Interest Rate Derivatives

Step 01 · Prepare

Understand the chapter before memorising it

Read the structured notes in order. The headings follow the concepts, calculations and exam traps in the official workbook.

CH18 · 6 questions

Introduction to Interest Rate, Interest Rate Instruments and Fixed Income Markets

NISM Series V-D | Chapter 18 | 6 marks out of 150

What this chapter is about

Study the concepts below for Chapter 18 of NISM Series V-D. This chapter carries 6 marks out of 150.

Fixed Income Instruments - the building blocks

Money market (maturity < 1 year): Treasury Bills, Call Money, Certificates of Deposit, Commercial Paper, Repo/Reverse Repo

Bond market (maturity ≥ 1 year): Government bonds (G-Secs), State Development Loans, Corporate bonds

Together = Debt market = Fixed Income Securities market

Standard money market tenors: Overnight (ON), 1W, 2W, 1M to 1Y Most liquid: ON, 1M, 3M

Standard bond market tenors: 2Y, 5Y, 7Y, 10Y, 15Y, 20Y, 25Y, 30Y Most liquid: 2Y and 10Y

Types of bonds - must know all four

Coupon bond: Pays periodic coupons (interest) + principal at maturity. Most common. Has reinvestment risk.

Zero coupon bond: No periodic payments. Issued at discount, redeemed at face value. No reinvestment risk. True return can be calculated in advance. Duration = Maturity.

Annuity: Equal periodic payments of coupon + part of principal. Example: EMI loans. Most consumer/housing loans are structured as annuities.

Consol (Perpetual bond): Pays coupon forever, principal never repaid. Example: UK government consols at 3%.

Treasury Bills - the short-term government instrument

  • Issued by Government of India, auctioned by RBI
  • Maturities: 91-day, 182-day, 364-day
  • Zero coupon instruments (issued at discount, redeemed at face value)
  • Minimum and multiple of issue: Rs 25,000
  • Auction day: Wednesday (91-day every week; 182-day and 364-day alternate weeks)
  • Quoted as: 100 minus discount yield (e.g., if yield = 5%, quote = 95)

Government Securities (G-Secs) - the long-term government instrument

Depository: Public Debt Office (PDO) of RBI

Account types:

  • SGL Account (Subsidiary General Ledger): Held by Scheduled Commercial Banks (SCBs), Primary Dealers (PDs), and select financial institutions directly with PDO
  • CSGL Account (Constituent SGL): Held by others (investors) through SCBs or PDs - investors hold G-Secs here in their SCB/PD
  • Gilt Account: Investor account with SCB or PD (not with PDO). Maximum one Gilt Account per investor. Every debit requires Gilt Account Holder's authorization. Right of set-off cannot be applied.

RBI-regulated entities must hold G-Secs compulsorily in electronic form (SGL or Gilt Account).

Auction types: Yield-based (new securities) and Price-based (re-issuance)

Eligible to open CSGL: SCBs, PDs, NSDL, CDSL, SHIL (Stock Holding Corp), NABARD, CCIL

Yield measures - the most tested bond calculations

Coupon rate: Annual coupon / Face value. NOT a true return measure - ignores price premium/discount and capital gain/loss at redemption.

Current Yield = Annual Coupon / Current Market Price × 100

  • Better than coupon but still ignores capital gain/loss at redemption
  • Example: Bond at Rs 105, coupon 9%: Current yield = 9/105 × 100 = 8.57%
  • Example: Bond at Rs 97, coupon 8.5%: Current yield = 8.5/97 × 100 = 8.76%

Yield to Maturity (YTM):

  • The internal rate of return (IRR) if bond held to maturity and all coupons reinvested at YTM
  • Also an alternative way of quoting bond price
  • Assumes flat term structure (same rate for all cash flows) - this is a limitation
  • Assumes reinvestment at YTM itself - also a limitation
  • True return measure? Not completely - but better than coupon and current yield

True return: Only zero coupon bond gives a truly calculable return in advance (no reinvestment).

Price risk and reinvestment risk

Price risk (Market risk): Bond price changes IMMEDIATELY when interest rates change.

  • Interest rates rise → Bond prices fall (inverse relationship - always)
  • Interest rates fall → Bond prices rise

Reinvestment risk: Effect is SLOW over time - it affects how coupons get reinvested.

  • Interest rates fall → Coupons reinvested at lower rates → Total return less than YTM
  • Zero coupon bonds have NO reinvestment risk (no coupons to reinvest)

Credit risk: Risk of default by issuer. Sovereign bonds = risk-free. Corporate bonds have credit risk.

Credit spread: Yield difference between corporate bond and equivalent sovereign bond. Measures credit risk premium.

  • AAA → lowest credit spread (safest)
  • BBB → higher credit spread (more risky)
  • Interest rate will be highest for lowest credit rating (BB < BBB < A < AA < AAA)

Duration - the most important risk measure

Macaulay Duration:

  • Weighted average time to receive all cash flows
  • For zero coupon bond: Macaulay Duration = Maturity (exactly)
  • For coupon bond: Macaulay Duration < Maturity
  • Higher coupon → lower duration | Lower coupon → higher duration
  • Higher YTM → lower duration | Lower YTM → higher duration
  • Longer maturity → higher duration (generally)
  • Measures PRICE RISK in a bond

Modified Duration (MD) = Macaulay Duration / (1 + YTM)

Key formula:

Change in bond price ≈ -MD × Change in YTM × Bond Price

Example: Bond price = Rs 100, MD = 5.80, YTM falls 0.01% (1 basis point)

Change = 100 × 5.80 × 0.0001 = Rs 0.58 → New price = 100.58

Price Value of Basis Point (PVBP): Absolute rupee change in bond price for 1 basis point change in YTM.

PVBP = MD × Bond Price × 0.0001

Both MD and PVBP measure price risk - same concept in different units (% vs Rs).

Term Structure of Interest Rates (Yield Curve)

Term structure = snapshot of interest rates for different maturities at ONE point in time. Shift = how the term structure changes over time.

Four shapes: 1. Normal (Positive/Upward sloping): Long-term rates > Short-term rates. Longer term → higher rate. Most common. Indicates economic growth expected. 2. Inverted (Negative/Downward sloping): Long-term rates < Short-term rates. Rate rises first then falls. High demand for short-term money (working capital), low demand for long-term capital expenditure. May indicate recession. 3. Flat: Long-term rate = Short-term rate. Same rate for all maturities. 4. Humped: Rate rises for medium term, then falls. High for medium term, falls on either side.

Three types of shifts: 1. Parallel shift: All rates move by the same amount in the same direction. No yield curve spread risk. 2. Steepening: Long-term minus short-term difference WIDENS (from positive to more positive, OR from negative to less negative). Anti-clockwise rotation. 3. Flattening: Long-term minus short-term difference NARROWS (from positive to less positive, OR from negative to more negative). Clockwise rotation.

Yield curve spread risk: Arises when shift is NON-PARALLEL (steepening or flattening). NOT when shift is parallel.

What drives rates:

  • Short-term rates: Driven by liquidity (RBI policy, repo rate)
  • Long-term rates: Driven by inflation outlook and capital expenditure demand

Accrued Interest

Applies to coupon bonds (not zero coupon).

When a bond is traded between coupon dates:

  • Buyer pays seller the accrued interest
  • Accrued interest = coupon rate × (days from last coupon date to settlement) / (days in coupon period)
  • Buyer gets the full coupon on next coupon date - reimburses seller for their period

Dirty price (Full price) = Clean price + Accrued interest

Day count conventions:

  • Actual/Actual: Use actual calendar days
  • 30/360: Each month = 30 days, year = 360 days
  • Example: Feb 28 to Mar 1 under 30/360 = 1 day (Feb 28 is treated as day 30)

Repo and Reverse Repo

Repo = Repurchase Agreement

  • Repo from seller's perspective: Borrow money + lend security (pledge security for cash)
  • Reverse Repo from buyer's perspective: Lend money + borrow security

Simple rule: Repo = Borrowing money against collateral (security)

Callable and Puttable bonds

Callable bond: Issuer has the right to prepay (redeem) before maturity. Used when rates fall - issuer can refinance at lower rates.

Puttable bond: Investor has the right to sell back (redeem) to issuer before maturity. Used when rates rise - investor can exit and reinvest at higher rates.

Trap Alert

Trap 1: "Current yield is same as YTM" - FALSE Current yield ignores capital gain/loss at redemption. YTM accounts for it (approximately).

Trap 2: "Zero coupon bond has no price risk" - FALSE Zero coupon bonds have NO reinvestment risk but DO have price risk (price still changes with interest rates). In fact, duration = maturity, so they have MORE price risk than equivalent coupon bonds.

Trap 3: "Inverted yield curve means long-term rate > short-term rate" - FALSE Inverted = long-term LOWER than short-term. Normal = long-term HIGHER.

Trap 4: "Parallel shift creates yield curve spread risk" - FALSE Only non-parallel shifts (steepening/flattening) create yield curve spread risk.

Trap 5: "High credit rating = high interest rate" - FALSE High credit rating (AAA) = LOW interest rate (low risk premium). BBB = HIGH interest rate.

Trap 6: "SGL account is for all investors" - FALSE SGL = only SCBs, PDs, select FIs. Regular investors use CSGL (through SCB/PD) or Gilt Account.

Trap 7: "An investor can have multiple Gilt Accounts" - FALSE Maximum ONE Gilt Account per investor.

Must-remember rules

  • Money market < 1 year | Bond market ≥ 1 year
  • Most liquid: Bond market = 2Y, 10Y | Money market = ON, 1M, 3M
  • T-bills: 91/182/364 day, zero coupon, Rs 25,000 minimum, auction Wednesday
  • Quoted: T-bills = 100 minus discount yield | G-Sec bonds = price per Rs 100 face value
  • Depository for G-Secs = PDO of RBI
  • SGL = SCBs, PDs | CSGL = investors through SCBs/PDs | Gilt = investor account with SCB/PD
  • One Gilt Account max per investor
  • Current yield = Coupon / Price × 100
  • True return calculable only for zero coupon bonds
  • Price risk: IMMEDIATE | Reinvestment risk: SLOW over time
  • Zero coupon: NO reinvestment risk, YES price risk, duration = maturity
  • MD formula: Change in price = -MD × ΔYield × Price
  • Normal curve: long rates > short rates | Inverted: long < short | Flat: all equal
  • Steepening = spread widens (anti-clockwise) | Flattening = spread narrows (clockwise)
  • Parallel shift = NO yield curve spread risk
  • Repo = borrow money, lend security
  • Callable = issuer redeems | Puttable = investor redeems

Series V-D exam weight

This chapter carries 6 marks out of 150. Use the Series V-D syllabus and mock tests to plan your revision.

Quick revision - 60 second scan

  • Debt market = money market (< 1yr) + bond market (≥ 1yr)
  • T-bills: 91/182/364 day, zero coupon, Wednesday auction, Rs 25,000 minimum
  • T-bill quote: 100 minus discount | G-Sec quote: price per Rs 100
  • PDO = G-Sec depository | SGL for SCBs/PDs | CSGL for investors | Gilt = investor with SCB/PD
  • Current yield = Coupon / Price | True return = zero coupon only
  • Price risk: immediate | Reinvestment risk: slow | Zero coupon: no reinvestment risk
  • MD: change in price = -MD × change in yield × price
  • Normal: long > short | Inverted: long < short | Flat: equal | Humped: medium peak
  • Steepening: spread widens | Flattening: spread narrows | Parallel: no spread risk

Previous chapter

CH17 · Strategies using Equity Futures and Equity Options

Next chapter

CH19 · Interest Rate Derivatives

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