That makes sense but i am still dont understand if there is any formula that we could apply for
Semi-annual f(1.5, 2.0) = [(1+2.5%/2)^(2*2)/(1+2.25%/2)^(1.5*2)-1]*2 = 3.252% {this is what i am trying to figure out... }
Just like we have for Continuous = (R2T2-R1T1)/(T2-T1).
Thanks for the reply. I went through the thread and used the following formula -
f = m { (p1/p2) ^ [(1/t2-t1) . m ] - 1 }
However i see the that the numerator and denominator are opposite compared the the example given in study notes. ( Please refer the earlier post in this thread)
ie...
In this reading i do understand how to compute the Continuous Forward Rate using Spot Rate/Zero Rate.
Formula - RF = (R2T2-R1T1)/(T2-T1)
However in the example on Page 50 the question asked is -
"what is the six-month semi-annual forward rate starting in 1.5 years " But the a...
209.1. Nine (9) companies among a random sample of 60 companies defaulted. The companies
were each in the same highly speculative credit rating category: statistically, they represent a
random sample from the population of CCC-rated companies. The rating agency contends that
the historical...
Hello David,
Can you help me solve questions to identify if arbitrage opportunity exists. I got the concept but unable to apply on problems. Example Q 401.1. Consider the following three well-diversified portfolios that exist in a single-factor economy. I have seen many such questions online...
Question - has this been deleted for FRM 2014 level 1 exam ? I was not able to find this in deletion nor as a part of AIM statements
Explain the Morningstar Rating System, VaR based, and management related risk-adjusted return measures.
When can i expect the study notes and video tutorial published for the newly added chapter in part-1 ( Foundations of Risk Management) ?
Zvi Bodie, Alex Kane, and Alan J. Marcus, Investments, 9th Edition (New York: McGraw-Hill, 2010
• Chapter 10................................Arbitrage Pricing...
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