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Originally posted by Bambul
The Economics and Business Studies aren't run by AMP, they are sponsored by AMP (actually, they aren't sponsoring the competition next, year, we are in the process of finding new sponsors at the moment). It's actually run by student volunteers from the Commerce and Economics Society at UNSW.
For a non-textbook explination of drivatives (ie. don't write this in an exam): it is gambling on the price of things. eg. You walk up to a friend and bet them that the price of BHP shares will go up within the next 6 months. If it does, you make a profit.
This is derivatives trading. It is very risky and a less than zero sum game due to transaction costs (ie. if you add the profit and loss of traders you will get a net loss).
Alternatevely (sp?) you can use them for hedging. I'll give you an example using options (I'm going to assume you understand what options are/how they work). You buy some shares in Telstra, but you want to avoid any downward risk on the share price. So you sell some put options (the option, but not obligation, to sell your shares at a predetermined price within the next X months). Now if your Telstra shares fall below that price you are guaranteed a floor price for your shares.
If you're still confused, or more likely even more confused than before, then tell me and I'll try another explanation. I should point out that I wouldn't know a "textbook answer", most of what I have learned in this area is first hand/practical knowledge, which is not always good exam material.
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Edit: I should also have talked about how derivatives derive their value. They are things like futures or options. Imagine you enter into a futures contract to buy 1000kg of wool at 900c/kg in 3 months, which is also the going rate for wool today. If the price of wool goes up to 1100c/kg in 2 months time, then the value of your futures contract should also go up to 1100c/kg. So you could either hold on to your contract and buy wool cheaply in one month, buy the wool and sell it for a $2000 profit (if the price remains stable), or sell it now. Either way, can you see how the price of the derivative (in this case, a futures contract) is derived from the price of a commodity (in this case wool)?
Funny that, I want to work for the government.and i wanna get into the business industry lol