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Thanks for the explanation, I did watch the lectures but missed the part about contract size being the determinant.
This is an excerpt from the question
“The first derivative product is an over-the-counter forward rate determined on the basis of the Zuhait base rate of 8·5% plus 25 basis points and the French base rate of 2·2% less 30 basis points. current spot exchange rate of ZP142 per €1. ”
This is the answer “Using forward rate
Forward rate = 142 x (1 + (0·085 + 0·0025)/3)/(1 + (0·022 – 0·0030)/3) = 145·23”
why do we divide by 3 and why do we divide by the French basis points?
It has to do with option pricing, particularly the Black Scholes model.
According to the formula you first compute the call option, and if the question asks to price a Put option, then you use the call option result and insert it in the put-call parity equation to compute the put option pricing.
Essentially using one formula output (call) as input in the second formula (put).
Has the component beta been removed from the new syllabus? Because I can’t find it in the new BPP text so I don’t understand it.
If it is still applicable, could you please provide a brief explanation on its computation?
