In the first place the candidate without the calculator is in itself a sign of un preparedness. Even if you gave the calculator for argument sake, I can bet for sure that the candidate would not have passed the exam.
Could please elaborate more on the actuarial opportunities that you mentioned -
1) Course details 2) Exam details 3) Prep Providers 4) Most reputed exam authority.
Thanks
Bhar
This is very helpful.
Is it possible to publish a similar topics wise list for the other 3 topics as well in Part 1 or direct me to the location for the questions on the other 3 parts.
The solution to this comes to 4.2 while in the choices the answer has only 4.
How does GARP actually justify this large differences in actual answers vs choices provided ?
What is the value of a 2 step EUR call option?
st = 40;
rf = 8%;
2 step eur call;
k=37;
proportion of up move = 1.2;
probablity of up move = .67;
t = 3 months
Hi
On Page 29, Index futures contract - example to reduce the beta from 1.5 to 1.2, the answer should be 9.67 contracts and not 97 contracts. Could you please clarify. The problem details are - Current Beta - 1.5
Target Beta - 1.2
Present Portoflio Value = 10m
Index contract price , 1 contract...
Hi
Current Position - Long Call; Position Delta +ve; Delta Neutralising trx - short stock
Current Position - Short Call; Position delta -ve; Delta Neutralising trx - Long stock
Current Position - Long Put; Position Delta -ve; Delta Neutralising trx - Long stock
Current Position - Short Put...
Hi
I came across this assignment problem in Hull. I tried to solve it but would like to get a correct answer to this problem. Could you please help. I have ignored the vega neutralising requirement from the original question as it is low testability.
The answer I got - Gamma Neutralising trade...
Hi
In the mock Exam question number - 10 - the solution for R^2 is mentioned as
True: Beta(P w.r.t. B) = correlation*vol(P)/vol(B), such that correlation = beta(P,B)*vol(B)/vol(P) and R^2 = Beta^2*vol(B)^2/vol(P)^2.
In this case, R^2 = 0.8650*1.4090%^2/1.3240%^2 = 0.8474
In the substitution...
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