NISM Certifications · NISM-Series-XXI-A: Portfolio Management Services (PMS) Distributors · Investing in Fixed Income Securities (NISM XXI-A)
A bond with a face value of ₹1,000 pays a 9% annual coupon and is currently trading at ₹950. What is its current yield, to the nearest two decimals?
The current yield is 9.47%. The annual coupon is ₹90 (9% of ₹1,000 face value), and current yield divides this coupon by the market price of ₹950, not the face value, giving about 9.47%.
- A9.00%
- B9.47%Correct
- C10.53%
- D8.55%
Explanation
Annual coupon = 9% x 1,000 = ₹90. Current yield = coupon / market price = 90 / 950 = 9.47%. Using face value gives 9.00%, which is the coupon rate, not current yield. Dividing by 900 or inverting the ratio gives wrong figures.
Did you get it right without looking?
One question tells you little. A timed set on Investing in Fixed Income Securities (NISM XXI-A) shows your real accuracy, how long you take and where you lose marks.
More Investing in Fixed Income Securities (NISM XXI-A) questions
- A credit rating agency downgrades a corporate bond issuer from AA to A. What is the most likely immediate effect on the market price of the …
- Which credit rating category would indicate the lowest credit risk for a corporate debt instrument in India?
- A bond with a face value of ₹1,000 pays a 9% annual coupon and is currently trading at ₹1,000 in the market. What is its current yield?
- A Government of India security carries a coupon of 7% on a face value of Rs 100. If the bond is trading at Rs 100 in the market, what is its…
- Which statement correctly describes the relationship between interest rates and the price of an existing fixed-rate bond?
- A zero-coupon bond with a face value of Rs 1,00,000 matures in 2 years and is priced to give a yield of 10% per annum, compounded annually. …