When would simulation NOT be a good choice for studying a system? A. When the system is too complex B. When the input variables do not conform to probability distributions prescribed in the mathematical models C. When an optimal solution is needed D. When the mathematical models are too difficult to solve

Q: Whats is the solution

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Q: Question 1 For RBD topology 1, the independent component working probabilities are P(A-098.…

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Q: If x andy are stochastically independent r.v.³ and E(x) = 4, E(y) = then the mean of x and y (E(xy))…

A: Solution

Q: (b) Suppose gets very large, A" A is a 3 x 3 positive stochastic matrix with the property that as n…

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Q: Given this three-component system and associated events: Event A: Component A survives to time t…

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Q: what is the solution?

A: According to the given information, It is required to draw the transition diagram for the given…

Q: If the errors are homoscedastic and you use the heteroskedasticity-only formula for standard errors,…

A: Heteroskedasticity means that the variance of the errors is not constant across obsrvations.

Q: In the Corona ward of a hospital, let the patients facing no difficulty in breathing be represented…

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Q: For RBD topology 6, the independent component working probabilities are: P(A)-0.98, P(B)-0.55,…

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Q: Consider the system below, and assume that each component functions independently of the others with…

A: Given Data: The probability of each component work is: p=0.8 The figure given in the problem…

Q: Refer to Exercise 12 in Section 3.2. Assume that τ0 = 50 ± 1 MPa, w = 1.2 ± 0.1 mm, and k= 0.29 ±…

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Q: A spacecraft navigation system consists of components of two types- A and B - connected in a…

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Q: Suppose that demographic studies show that each year about 7% of a city's population moves to the…

A: Given, According to demographic studies, each year about 7% of city`s population moves to the…

Q: Backups with .71 probability and a switch that is 96 percent reliable. (Do not round your…

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Q: A particular system has four microstates with the following energy levels. State 1:0 J State 2: 1.5…

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Q: a) What is the probability that the system works? Assume the components fail independently. b) Given…

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Q: (b) The variance-covariance matrix of three random variables X,, X, and X, is given by : 1 0.36 0.49…

A: the variance covariance matrix of three random variable    ∑ = 10.360.490.3610.250.490.251

Q: n the machine-repair model, assume that there are 2 repairman (each working at the same rate) and 3…

A: The number of repairman is 2. The number of machine are 3.

Q: i. Determine the probability that the entire system works? ii. If you are given the condition that…

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Q: Determine if the following matrix is a regular stochastic matrix. * 1 P = .2 .8 O False True O No…

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Q: From Special B MDA Special B MDA 0.90 0.10 0.95 0.05

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Q: Consider a simple model of the hunting behaviour of a fox. In a single day, the fox catches either 0…

A: Let Xm denote the outcome of hunting on day m,  Xm=1     q=0.70     p=0.3 , where m=0,1,2,3,....

Q: Consider the stochastic matrix P = 2 1 1 3 4/x If q = 2/x is the stationary distribution of P, what…

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Q: A polluter has abatement costs given by: MAC = 165 -0.11E They are causing damages: MD = 0.14E The…

A: Given: Abatement cost, MAC=165-0.11E Damages, MD=0.14E Determine the financial incentive for them to…

Q: For a certain group of​ states, it was observed that 60​% of the Democratic governors were succeeded…

A: Here we are given that 60​% of the Democratic governors were succeeded by Democrats and 40​% by…

Q: Consider the linear probability model Y; = B0 + B1X¡ +ui, and assume that E(ui| Xi) = 0. (a). Show…

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Q: he dummy variables in a model of human capital can be used to: Select one: a. None of these b.…

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Q: Determine if the given stochastic matrix is regular. If it is regular input the smallest exponent…

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Q: a. What is the stochastic matrix for this situation? b. Suppose 20% of the students are ill on…

A: Solution:

Q: Suppose that a certain system contains three components that function independently of each other…

A: Given : X1~exp(0.02) X2~exp(0.07) X3~exp(0.11) Y1=(X1, X2, X3)

Q: The following data consists of a matrix of transition probabilities (P) of three competing…

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Q: The management is faced with the problem of choosing one of the products for manufacturing. The…

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Q: Determine if the given stochastic matrix is regular. If it is regular input the smallest exponent…

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Q: Question 1 Consider the CCAPM model and the following equation for the price of an asset in…

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Q: The following data consists of a matrix of transition probabilities (P) of three competing…

A: Given that, P=0.10.60.30.70.10.20.20.20.6 and initial share state π1=0.3,0.6,0.1, i.e., Px1=0.3,…

Q: Calculate the reliability of the system shown below if components A, B, and C function properly…

A: Answer:----.               Date:----02/10/2021

Q: Could you please explain the solution? 15. A worker with access to a competitive wage W=500, can…

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Q: Theorem 17-15. If a sufficient estimator exists, it is a function of the Maximum Likelihood…

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Q: A survey of a two-brand market indicates that 80% of brand A's customers remain loyal to their brand…

A: Market indicates that 80% of brand A customers remains loyal to their brand and 20% switch to brand…

Q: Consider the following two parallel systems, sub systems A & B. 1 2 3 2 3 4 5 6 4 5 (a) (b)…

A: The probability that a cell works are 0.9. (A) For the series-parallel circuit at least one of the…

Q: A spacecraft navigation system consists of components of two types- A and B a series-parallel…

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Q: Suppose that demographic studies show that each year about 8% of a city's population moves to the…

A: Let the percentage of people who lived in the city be x% and the per of people who lived in the…

Q: 3. Consider the linear probability model Y₁ = Bo+B₁Xi+ui, where Pr(Y₁ = 1|Xi) = Bo +3₁ Xi. (a) Show…

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Q: 10. If a square matrix M has a stable distribution, then it must be regular

A: Note:- According to our guidelines, we can only type the question we cannot submit a hand written…

Q: Find the steady-state probability vector for the stochastic matrix P. [0.2 0.1] P = 0.8 0.9

A: We want to find steady-state probability vector for stochastic matrix P.

Q: Part B Question 3 (0) The component below has transitional probabilities in equal time intervals as…

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Q: For the system M/M/o with a Finite source N of customers, show that the steady sState probability…

A: Given information: The given model is M/M/infinity with a finite source N of customers.