Explain normal distribution of random numbers
Illustrates an example to explain normal distribution of random numbers?
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You have three hats containing usually distributed random numbers. There one hat’s numbers have a mean of zero and the standard deviation of 0.1. It is hat A. The other hat’s numbers have a mean of zero and the standard deviation of 1. It is hat B. The last hat’s numbers have a mean of zero and the standard deviation of 10. It is hat C. You don’t know which that is which.
You choose a number out of one hat. This is −2.6.
A CD/$ bank trader is at present quoting a small figure bid-ask of 35-40, while the rest of the market is trading at CD1.3436-CD1.3441. What is implied regarding the trader's beliefs by his prices?The trader have to think the Canadian dollar wi
Explain the tool of Approximations methods in Quantitative Finance.
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Who proposed the probabilistic approach based on copulas?
Would there be positive interest rates on bonds in a world with absolutely no risk (no default risk, maturity risk, and so on)? Why would a lender demand and a borrower be willing to pay, a positive interest rate in such a no risk world?
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