1) If the value of X is observed in the future, itcan be concluded that certain events haveoccurredincidentNot sure if the incident has occurredThere must be no2) Observing the value of X in the futurecan determine whether an event hasoccurred3222.

1) If the value of X have occurred it can be concluded that certain events have occurred or not.…

Answered: 1) If the value of X is observed in the…

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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An ant is at one vertex of a square and needs to get to the opposite vertex (where there is food), walking along the sides of the square. The problem is that on each side, with probability p, there may be a predator preventing it from passing. The ant tries to go through where there are no predators. It is known that the events related to the presence of the predator on each side They are independent. Find the probability that a) The ant gets its food. b) There is at least one predator in the square, knowing that the ant gets its food. c) There are 4 predators in the square, knowing that the ant did not get its food. Need help with letter b :(
Probability will be the basis of all future topics, and you will find that the resulting interpretation of a probability and the |conclusion that you can make from a probability is more important than that calculation itself.Consider the following probabilities found for the given situations, then answer the questions that follow: Situation: If randomly guessing, the probability that a person can correctly guess your BIRTH MONTH on the first try is 1/12= 0.083. You and a friend are out one night and you meet a magician who bets that she can randomly guess both of |1. your BIRTH MONTHS on the first try. QUESTION: If the magician does guess both of your BIRTH MONTHS correctly, would you believe it was by pure chance, or would you believe that the magician knew your BIRTH MONTHS by some other means (whether that be magic, being a creepy stalker, etc.)? Explain your probabilistic and statistical thinking.
Question 9 ▼ > Londell finds that on his way to the store his wait time for the Uber driver is roughly between 12 minutes and 18 minutes, inclusive, with each minute equally likely. One day he times his wait and writes down the number of minutes ignoring the seconds. a) What is the probability that Londell waits for 12 minutes? Submit Question b) What is the probability that Londell waits between 14 and 18 minutes? Search H
8.) Six letters of the alphabet are chosen at random. Find the probability that the following "words" are formed: (a) REDSOX (b) A "word" that ends in Y (c) A "word" with no repeated letters (d) A "word" that does not contain A,B, or C
77. A system consists of five identical components connected in series as shown: 1 3 4 5 As soon as one component fails, the entire system will fail. Suppose each component has a lifetime that is exponentially distributed with 2 = .01 and that components fail independently of one another. Define events A; : at least t hours }, i = 1, ... , 5, so that the A;'s are independent events. Let X = the time at which the system fails- that is, the shortest (minimum) lifetime among the five components. a. The event {X > t} is equivalent to what event involving A1, ..., As? b. Using the independence of the five A;'s, com- pute P(X > t). Then obtain F(t) = P(X < 1) and the pdf of X. What type of distribution {ith component lasts does X have? c. Suppose there are n components, each having exponential lifetime with parameter å. What type of distribution does X have?
Solve question 12(b) now in 20 min to get the thumb up plz
A couple wants to have 2 boys and 2 girls. They will continuous to have children until they have reached the goal.Assuming that the probability that they have 54% chance to have a boy and 46% chance to have a girl in every pregnancy. No twin or more are possible. Assuming that their goal is possible and has been fulfilled today! What is the probability that they have exactly two boys? What is the probability that they have exactly two girls? What is the probability that they have more than 4 children? What is the probability that they have in between 3 and 5 boys? What is the expected value of the number of children they have?

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1) If the value of X is observed in the future, it can be concluded that certain events have occurred incident Not sure if the incident has occurred There must be no