probability of rain is 0.2 - you either walk or drive. if raining you will drive...
A3. The weather in Markova is either sunny, cloudy or raining, and the weather condi- tions on successive mornings follow a Markov chain with transition matrix Sunny Cloudy Raining Sunny 0.7 0.2 0.1 Cloudy 0.2 0.6 0.2 Raining 0.1 0.4 0.5 (a) If it is raining on Friday, what is the probability of a sunny weekend? (b) If it is sunny on Monday, what is the probability that it is sunny on Wednesday? (c) If it was sunny on Monday...
Suppose there is a 60 percent chance it will rain today, a 50 percent chance it ll rain tomorrow, and a 30 percent chance it will not rain on either day. What is the probability that it will rain both today and tomorrow. Choose the closest answer. a. 0.0 b. 0.1 С. 0.2 d. 0.3 e. 0.4 f, 0.5 g, 0.6 h, 0.7
QUESTION 3 The probability that an American industry will locate in Berlin is 0.7, the probability that it will locate in Munich is 0.4, and the probability that it will locate in either Berlin or Munich or both is 0.8. What is the probability that the industry will locate in both cities? a. 0.2 b.0.8 О с. 0.4 d.0.3 QUESTION 4 The probability that an American industry will locate in Berlin is 0.7, the probability that it will locate in...
A project with an initial outlay of Tshs 10 million has a 0.2 probability of producing a return of Tshs 8 million in Year 1 and a 0.8 probability of delivering a return of Tshs 5 million in Year 1. If the Tshs 8 million result occurs then the second year could return either Tshs 7 million (probability of 0.5) or Tshs 3 million (probability of 0.5). If the Tshs 5 million result in Year 1 occurs then either Tshs...
1. Suppose that we catch either salmon (state 1) or sea bass (state 2) according to a Markov Model where the transition matrix is given by 0.8 0.2 A= 0.4 0.6 Suppose that we compare the length, x, of each fish that we catch to 15cm, and that for all times P(x> 15| salmon) 0.2 P(x > 15 sea bass) 0.7 (a) Suppose we caught a salmon at time 1. What is the probability that we catch a sea bass...
Problem 3 Consider a random walk on the integers. Suppose we start from 0, and at each step, we either go left or right with probability 1/2, ie, Xo--0, and Xt+1 Xt+Zt, where Zt-1 with probability 1/2, and Zt1 with probability 1/2. What is the probability distribution of XT? What is E(X) and Var(XT)?
Problem 3 Consider a random walk on the integers. Suppose we start from 0, and at each step, we either go left or right with probability...
The number of red lights you hit on your drive to work is a random variable that can take on values 0,1,2,3,4 with the following probabilities P(0) = 0.2 P(1) = 0.15 P(2)= 0.25 P(3) = 0.30 P(4) = 0.1 What is the probability that you hit less than 2 red lights on your commute?
probability of a sucees (is or greater) then roling two D2o di 3. Rolling with advantage involves taking the highest roll. so for example, if you roll two D20 dice and get 3 and 7 on the two dice, the roll is 7. What is the Choose the closest answer. a. 0.0 b. 0.1 c. 0.2 d. 0.3 e. 0.4 f, 0.5 g, 0.6 h. 0.7 i. 0.8 d. 0.9
1. An investment will produce a profit of $1220 with probability 0.2, $980 with probability 0.6, and $320, with probability 0.2. What is the expected profit? (a.)$896 (b.)$1003 (c.)$974 (d.)$924 2. Project 1 generates revenue of $500 with probability 0.72 and $345 with probability 0.28. Project 2generates revenue $990 with probability 0.5 and revenue $155 with probability 0.5. If Mr. W wants to maximize his expected revenue, he should (a.)choose Project 1 (b.)choose Project 2 (c.)choose either project because of...