Lower bound on forward settlement price발음듣기
Lower bound on forward settlement price
In the last video we established a reasonable upper bound on the 1-year forward settlement price of gold.발음듣기
We established that at $1150 which is essentially the sport price plus the borrowing rate to borrow $1000, plus the carrying cost of the gold.발음듣기
To do that let's imagine a world where instead of the forward settlement price being $1150, let's imagine a world where the forward settlement price is $1050.발음듣기
Let's say that you are that someone and right now you have $1000 that you want to use to give you gold.발음듣기
When you go forward a year from then your going to have that 1 once of gold plus you're going have to pay the carrying cost.발음듣기
The other option, you say hey look instead of putting my $1000 into gold right now, let me put my $1000 into a risk-free bond. Into a risk-free bond.발음듣기
Risk-free bond, and at the same time agree to be the buyer on the 1-year forward settlement.발음듣기
If you go forward a year, your $1000 risk-free bond is going to give you 5% interest a year.발음듣기
Which you all ready locked in the price by agreeing to be the buyer on the forward contract.발음듣기
In both situations you end up with an ounce of gold a year from now starting with your $1000.발음듣기
In this situation you just have an ounce of gold and you didn't have to pay any carrying cost.발음듣기
So, clearly any rational person, assuming their buying the gold for the long term, would want to do this situation.발음듣기
Really, the rational price, if this were to happen everyone would want to be the buyers over here.발음듣기
In general just going back to the last video, a ration upper bound will be the spot price plus the carrying cost and the rate at which someone could borrow money.발음듣기
A rational lower bound will be the spot price plus the risk-free interest rate and the carrying cost.발음듣기
In general, the only difference between those upper and lower bound is this rate and this rate. This rate and this rate.발음듣기
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