00:01
48 bars here.
00:05
And third, expected level of the index.
00:09
So, the expected level of the index is 1 year and anywhere where it can be calculated using the formula fv equals pv future value equals present value multiplied with 1 plus r is expected rate of the jump.
00:25
In this case, fv would be 3000 multiplied 1 plus 0 .10.
00:36
Its r is 10 percent equals 3307.
00:41
So, expected level of the index in 1 year is 3000 pmj.
00:48
For the beam part, theoretical nor are the trades 1 year future contract.
00:58
So, the theoretical non -arbitrary price for future contracts is given by the cost of bearing model.
01:06
F equals s multiplied e to the power r minus b multiplied with b.
01:16
Where f is the future, price f is the cost price.
01:22
Current price r here with real interest, b is dividend yield, c is time of maturity.
01:35
So, we have f equals c 1000 multiplied e to the power 0 .05 minus 8b divided by 3000 dividend yield there multiplied with 1 which is 3096 .33 approximately.
02:20
So, the theoretical no arbitrage price for 1 year future contract is 3096 .33...