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Three prisoners, whom we may call A, B, and C, are informed by their jailer that one of them has been chosen at random to be executed, and the other 2 are to be freed. Prisoner A, who has studied probability theory, then reasons to himself that he has probability 1/3 of being executed. He then asks the jailer to tell him privately which of his fellow prisoners will be set free, claiming that there would be no harm in divulging this information, since he already knows that at least 1 will go. The jailer (being an ethical fellow) refuses to reply to this question, pointing out that if A knew which of his fellows were to be set free then his probability of being executed would increase to ½, since he would then be 1 of 2 prisoners, I of whom is to be executed. Show that the probability that A will be executed is still·!, even if the jailer were to answer his question, assuming that, in the event that A is to be executed, the jailer is as likely to say that B is to be set free as he is to say that C is to be set free.
the milton area chamber of commerce wanted to know whether the mean weekly salary of nurses was larger than that of
How does adopting this type of food code ( FDA) vary from state to state? Can you give an example of how this may be undertaken by a restaurant in your area?
The management of a chain of fast food restaurants wants to investigate the relationship between the daily sales volume (in dollars) of a company restaurant and the number of competitor restaurants within a 1 mile radius. The following data have b..
Correct explanation of divisibility and divisibility RULES - Correct work for applying divisibility rules to given NUMBERS
Is your privacy being violated when a website you visit displays ads that are personalized in any way, even if it's just geographically targeted to the local area (based on your computer's Internet address)? Why or why not?
a hotly disputed proposition x will be on the ballot in november elections. a poll of n1 100 people shows that p1 50
An expert sharpshooter misses a target 5 percent of the time. Find the probability that she will miss the target for the second time on the fifteenth shot using
Calculate the range, variance, and standard deviation for these sample data.
A wireless data terminal has three messages waiting for transmission. After sending a message, it expects an acknowledgement from the receiver. When it receives the acknowledgement, it transmits the next message.
Force the regression line to go through the point (5, 13). What is the new regression line? What is the new regression equation? Predict Y when X = 10.
State the appropriate null and alternative hypothesis for testing the standard regarding the mean value. Test the hypothesis using a significance level equal to 0.05. What assumption will be required?
In a particular manufacturing plant, two machines (A and B) produce a particular part. One machine (B) is newer and faster. In one five-minute period.
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