Why have riskless zero coupon bonds been so successful with investors

For some investors, that proposition has a strong appeal. Issues and Issuers Zero-coupon bonds come in many varieties.

Hedging with the Swiss Franc Futures Contract. Your company sells 10 machines to a Swiss company. The sale price isSwiss Francs each and payment is to be made at the end of the calendar year. The December futures price for Swiss Francs is 0.

You are worried that the Swiss Franc will depreciate against the US Dollar between now and the end of the year. How can you hedge this exchange rate risk? Note that since 1 the total exposure is one million Swiss Francs and 2 each futures contract is forFrancs, eight contracts are required to hedge the exposure.

Further, since 1 the company stands to lose if the Swiss Franc depreciates each Swiss Franc can be converted back into a smaller number of Dollars and 2 the futures contracts decrease in value if the Swiss Franc depreciates since the basis of the contract is Swiss Francs per Dollarthe contracts should be sold.

To illustrate that selling eight futures contracts provides an adequate hedge, first suppose that the value of the Swiss Franc is 0. In this case, the US Dollar value of the payment for the machines will be 0. The gain on the futures position will be -80.

You can never completely eliminate a cash position's risk.

Why have riskless zero coupon bonds been so successful with investors

Assume that the holder of bonds believes that bond prices are going to fall. To hedge his risk, the person shorts an equivalent amount of futures contracts for Treasury bonds.

At a later date, the person will close out both its bond and futures positions. At the close, the firm will receive BT per bond sold in the regular spot or cash market. The futures price is F0 at the time the futures are sold short, and its price at the closeout is FT.

The usual computation of the funds that the person will have at closeout is: The difference between the spot and the futures price is called the basis. Thus, uncertainty about the net hedged revenue arises if there is uncertainty about the basis.

To quote Holbrook Working, "hedging is speculation in the basis". There are many reasons for the basis to be uncertain. First, the good or instrument being hedged may be different from the good or instrument for which there is a futures contract.

This would be the case if a corporate bond offering is hedged with Treasury bond futures; basis risk arises due to the uncertainty of the yield differential at the time the hedge is lifted. Second, in commodity futures, there is basis risk due to locational differentials.

For example, a cattle farmer in Texas who hedges with a cattle futures contract that calls for delivery in Omaha has the uncertainty of the closeout differential between the Texas steer price and the Omaha steer price. This is called locational basis risk.

This is usually an important factor in agricultural contracts. The risk is compounded by the fact that the seller usually has the option of where delivery is made. The third type of basis risk arises because the seller of the futures contract often has the option to choose the quality of the goods or financial instrument delivered.

For example, the Treasury bond futures market calls for delivery of any U. Treasury bond that is not callable within 15 years. Since there are many instruments that are candidates for delivery, the hedge has the risk of fluctuations in the yield spread between the instrument hedged and the instrument ultimately delivered.

Fourthly, with most futures contracts, the seller has the choice of the date of delivery within the delivery month. This choice is an uncertain value and thus contributes to basis risk.

Finally, the mark to market aspect of futures results in hedging risk. The uncertainty is about the amount of interest earned or forfeited due to the daily transfers of profits and losses.

In fact, the equations for net revenue are not exactly right due to the omission of interest earned lost on futures profits losses. Percentage changes of futures prices are generally less volatile than the percentage changes of a typical stock.Marketing and finance are the cornerstones of a successful business.

You might protest and say that, first, you need a good product, but there are countless examples of products that were successful, solely, from marketing, like the pet rock, in the 's. The spot rate yield curve (spot curve) fOr U.S. Treasuty bonds is also referred to as the U'D curw (for zero-coupon) or strip ctI,vt (because zero-coupon U.S.

Treasury bonds sre also called. If investors in common stocks require compensation for this risk, so should investors in corporate bonds.

The source of the risk premium in corporate bond prices has long been a puzzle to researchers and this study is the first to provide both an explanation of why it exists and an estimate of its importance.

Why have riskless zero-coupon bonds been so successful with investors? 2. What relationship do the prices of riskless zero-coupon bonds have with the term structure of interest rates?

3. How are spot, strip and coupon yield related? 4. From the data in the case, reproduce implied spot curve. The swap can be mapped into a portfolio of zero-coupon bonds with maturity dates equal to the payment dates.

Each of the zero-coupon bonds can then be mapped into positions in the adjacent standard-maturity zero-coupon bonds.

Why have riskless zero coupon bonds been so successful with investors

metin2sell.com have riskless zero-coupon bonds been so successful with investors? metin2sell.com relationship do the prices of riskless zero-coupon bonds have with the term structure of interest rates? metin2sell.com are spot, strip and coupon yield related?

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