The trader has to spot for arbitrage opportunity between the Treasury Bond and the Strips. Strips are single cash flows more like a zero coupon bond that help you reconsitute a bond to the trader's desire.
Important points to note:
Step 1: To arrive at the Bid Ask prices for reconstituted bond in the strip market.
Strip Price % | Strips decimal price (Strip Price % /100) | Bond Cash Flow 6% Coupon (Semiannual) | Price (Decimal Price* Cash flow) |
99.6563 | 0.996563 | 3 | 2.989689 |
98.1719 | 0.981719 | 3 | 2.945157 |
96.8125 | 0.968125 | 3 | 2.904375 |
95.2656 | 0.952656 | 103 | 98.123568 |
Bid Price | 106.962789 |
Strip Price % | Strips decimal price | Bond Cash Flow 6% Coupon (Semiannual) | Price (Decimal Price* Cash flow) |
99.6875 | 0.996875 | 3 | 2.990625 |
99.1875 | 0.991875 | 3 | 2.975625 |
96.8281 | 0.968281 | 3 | 2.904843 |
99.2969 | 0.992969 | 103 | 102.275807 |
Ask Price | 111.1469 |
Step 2: Spot for any arbitrage opportunities
Bid | Ask | |
US Treasury Bond | 104.6094 | 104.6719 |
Strips | 106.9627 | 111.1469 |
Bid: Price at which the trader can buy | ||
Ask: The price at which trader can sell |
So clearly, arbitrage opportunity exits. Riskless profit can be made by buying low and selling high without any investment from the trader.
Buy US Treasury bond at 104.67169 ( Ask Price) and
Sell Bond reconsituted with strips at 106.9627 ( Bid Price)
Finally make a profit of 2.2608.
5. A trader is reviewing the following market prices for possible arbitrage opportunity between a US...
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9. Using the following data given in the Table below, answer these questions: Type US Treasury Note US Treasury Note US Treasury Note US Treasury Note US Treasury Bond US Treasury Bond Coupon 7.25% 10.75% 5.75% 5.00% 8.75% 6.13% Maturity 2 year 3 year 8 year 9 year 18 year 27 year Bid 110:00 123:12 112:00 106:24 143:26 114:11 Ask 110:01 123:13 112:01 106:25 143:27 114:12 Yield (Ask) 2.07% 2.55% 3.97% 4.09% 5.02% 5.13% US Treasury Strip US Treasury Strip...
4. Bond
Valuation
Given the purchase
prices, coupons and maturities of four bonds, calculate the yields
to maturity to you, the investor. Assume a $1,000 par value. Bonds
A, B, and C are semi-annual. Bond D is a zero but calculate its
yield with a semi-annual equivalency. Provide your answers to 4
significant digits (example: 6.1234%)
Bond A Price 984.00,
annual coupon 3%, maturing in 2 years
Bond B Price 799.00,
annual coupon 6%, maturing in 5 years
Bond C...
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my
question is question 18, bond proce movements . thank you so much
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