[FREE EPDF] Yield to Maturity | Part 2 | Jaiib AFM Exam
Ever wondered why bond prices fall when interest rates rise? Or how to actually calculate Yield to Maturity (YTM) without feeling lost in formulas?
In this detailed Part 2 session, Ashish Jain breaks down the concept of YTM, Bond Valuation, Current Yield, Rate of Return and important bond pricing theorems, all in a clear bilingual (Hindi-English) style.
This video is especially useful for:
- Bankers attempting JAIIB for the first time
- Students struggling with the AFM module
- Anyone looking to master bond calculations in a simplified way
👉 So grab your calculator, hit play on the video below, and don’t forget to drop your questions in the comments. Let’s crack it together! 💪
🎥 Watch the Full Video
👉 Before we dive in, watch this video for a complete breakdown:
🕒 00:00 – Welcome & Recap
Quick recap of Part 1 with a reminder to save 836094207 and WhatsApp “SAVE FOR JAIIB” to get FREE PDFs.
💰 00:29 – Understanding Semiannual Bond Calculations
- Divide coupon rate by 2
- Multiply tenure by 2
- Divide required rate by 2
Use PV = Coupon × PVIFA + FV × PVIF
📉 03:22 – Full Numerical: Present Value of Bond
Example: ₹10,000 FV, 10% CR, 3 years, 8% return
Answer: ₹10,524
Tip: If Coupon > Required Rate → Bond sells at Premium
🔍 06:08 – What is Current Yield?
Formula: Current Yield = (Annual Coupon / Market Price) × 100
Example: ₹100 / ₹850 = 11.76%
💹 08:57 – Total Rate of Return = Coupon + Capital Gain
Return = (Coupon + Capital Gain) / Purchase Price × 100
Example: (₹60 + ₹20)/₹1020 = 7.84%
📏 11:20 – What is YTM?
YTM is the discount rate at which the PV of all future cash flows equals the bond’s market price.
Solved using hit & trial + interpolation
🔢 15:29 – YTM Numerical (Hit & Trial Method)
Example: ₹1,000 FV, ₹850 CMP, ₹80 Coupon, 9 years
Try 10% → ₹884.72; 12% → ₹787.26
YTM = 10% + [(884.72 – 850)/(884.72 – 787.26)] × 2 = 10.71%
📚 20:43 – Bond Pricing Theorems
- ROR = Coupon → PV = FV
- ROR > Coupon → PV < FV (Discount)
- ROR < Coupon → PV > FV (Premium)
- Discount/Premium reduces as maturity nears
- Bond price ∝ Inversely to interest rate
- Longer tenure = Greater sensitivity to rate changes
✅ Conclusion
You’ve just mastered some of the most important topics in the AFM syllabus – from YTM to bond valuation tricks.
🔁 Re-watch, practice, and apply this knowledge to mock tests.
💬 Drop your questions in the comments & don’t forget to subscribe and share with your peers.
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