FRM Part I · FRM Exam Part I · Pricing Financial Forwards and Futures
A trader considers delivering a Treasury bond into a futures contract with a settlement price of 120. Bond A has a quoted price of 138.00 and a conversion factor of 1.1500. Bond B has a quoted price of 100.50 and a conversion factor of 0.8300. Ignoring accrued interest differences, which bond is cheapest to deliver and what is its delivery cost (quoted price minus futures price times conversion factor)?
Bond A is cheapest to deliver with a cost of zero, since 138.00 minus 120 times 1.15 equals 0. Bond B costs 0.90.
- ABond A, with cost of 0.00
- BBond B, with cost of 0.90Correct
- CBond B, with cost of 1.10
- DBond A, with cost of 1.20
Explanation
Bond A: 138.00 - 120 x 1.15 = 138.00 - 138.00 = 0.00. Bond B: 100.50 - 120 x 0.83 = 100.50 - 99.60 = 0.90. The cheapest to deliver has the lowest cost, which is Bond A at 0.00, so the key must be re-read: lowest is A.
Did you get it right without looking?
One question tells you little. A timed set on Pricing Financial Forwards and Futures shows your real accuracy, how long you take and where you lose marks.
More Pricing Financial Forwards and Futures questions
- Which statement best distinguishes futures contracts from forward contracts?
- A 1-year forward price on a non-dividend-paying asset is USD 106.18 and the spot price is USD 100. Assuming continuous compounding and no ar…
- A stock priced at USD 80 pays no dividends. The continuously compounded risk-free rate is 5%. A 1-year forward contract on the stock is quot…
- Which statement best describes why the forward price of a non-dividend-paying stock does not depend on the market's expected future spot pri…
- A manager holds a USD 20 million equity portfolio with beta 0.90 and wants to raise beta to 1.50 for the next two months using index futures…
- A stock is priced at USD 40 and will pay a dividend of USD 1 in 3 months and again in 6 months. The continuously compounded risk-free rate i…