Let S be a r.v. such that S = X₁+...+XN, and corresponds to the known insurance model of the flow of claims. Suppose the m.g.f. of S is Ms (z) = P{1 (100 (²²2-1¹ - 1¹)}. 2z Answer the following questions 6-8. Q6 What is the distribution of each X₂? O Gamma distribution with parameters (0.5, 100) O Uniform on [0,2]. O Poisson distribution with parameter 100. O Normal distribution with parameters (2,100) O Poisson distribution with parameter 2. Q7 Name the distribution of S. O Exponential distribution O Gamma distribution O Uniform distribution O Poisson distriution O Compound Poisson Q8 exp What is the expectation of S? O 0.5 200 O 50 100 O 10000
Let S be a r.v. such that S = X₁+...+XN, and corresponds to the known insurance model of the flow of claims. Suppose the m.g.f. of S is Ms (z) = P{1 (100 (²²2-1¹ - 1¹)}. 2z Answer the following questions 6-8. Q6 What is the distribution of each X₂? O Gamma distribution with parameters (0.5, 100) O Uniform on [0,2]. O Poisson distribution with parameter 100. O Normal distribution with parameters (2,100) O Poisson distribution with parameter 2. Q7 Name the distribution of S. O Exponential distribution O Gamma distribution O Uniform distribution O Poisson distriution O Compound Poisson Q8 exp What is the expectation of S? O 0.5 200 O 50 100 O 10000
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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![Let S be a r.v. such that S = X₁+...+XN, and corresponds to the known insurance model of the
flow of claims. Suppose the m.g.f. of S is Ms (2) = exp{100 (²¹
Answer the following questions 6-8.
Q6
What is the distribution of each X₂?
O Gamma distribution with parameters (0.5, 100)
O Uniform on [0,2].
O Poisson distribution with parameter 100.
O Normal distribution with parameters (2,100)
O Poisson distribution with parameter 2.
Q7
Name the distribution of S.
O Exponential distribution
Gamma distribution
Uniform distribution
Poisson distriution
Compound Poisson
Q8
What is the expectation of S?
O 0.5
200
O 50
O 100
10000](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fb924e824-f7b8-486a-bee8-48b1feb67b77%2F2d773235-bd7c-4ef4-8720-900c83d31d74%2Fel5nf7a_processed.png&w=3840&q=75)
Transcribed Image Text:Let S be a r.v. such that S = X₁+...+XN, and corresponds to the known insurance model of the
flow of claims. Suppose the m.g.f. of S is Ms (2) = exp{100 (²¹
Answer the following questions 6-8.
Q6
What is the distribution of each X₂?
O Gamma distribution with parameters (0.5, 100)
O Uniform on [0,2].
O Poisson distribution with parameter 100.
O Normal distribution with parameters (2,100)
O Poisson distribution with parameter 2.
Q7
Name the distribution of S.
O Exponential distribution
Gamma distribution
Uniform distribution
Poisson distriution
Compound Poisson
Q8
What is the expectation of S?
O 0.5
200
O 50
O 100
10000
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