Explain the Law of Large Numbers and how a casino
benefits from it. Use the example...
Explain the Law of Large Numbers and how a casino
benefits from it. Use the example of the Die Roller from the Games
Fair to create your own very simple similar example involving
money.
Question No. 1:-
Explain the concept of large numbers of law in the insurance
sector, and then determining the six requirements of an insurable
risk.
Question No. 2:-
Delta Insurance is a property insurer that enter into a surplus
reinsurance treaty with Ever safe Re. Delta has a retention limit
of $200,000 on any single building, and up to nine lines of
insurance may be ceded to Ever safe. A building valued at $1.6m is
insured with Delta. Shorty after...
If there are sufficient numbers of observations per sample, then
the law of large numbers and central limit theorem will come into
effect which state that:
2nd law of thermodynamics. (a) Explain the second law of
thermodynamics and use an example to illustrate why this law is
true. (b) Given the 2nd law of thermodynamics, how is it
thermodynamically possible that a protein can spontaneously fold
given the inordinate number of conformations available to it in the
denatured form and the limited allowable arrangements in the native
form (i.e., ΔS < 0 for the protein folding process).
State and prove the law of large numbers. (Here, if you use
Chebechev’s inequality in your proof, then also include in your
answer a proof of Chebechev’s inequality.)
Benford's Law states that the first nonzero digits of numbers
drawn at random from a large complex data file have the following
probability distribution.†
First Nonzero Digit
1
2
3
4
5
6
7
8
9
Probability
0.301
0.176
0.125
0.097
0.079
0.067
0.058
0.051
0.046
Suppose that n = 275 numerical entries were drawn at
random from a large accounting file of a major corporation. The
first nonzero digits were recorded for the sample.
First Nonzero Digit
1
2...