compute the probabilities of the following event (iv) Adam is selected
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Adam, Bill, Carl, David, Ellen, Fran and Ginger are all candidates for two identical jobs. If two candidates from this list are selected randomly, compute the probabilities of the following
Adam, Bill, Carl, David, Ellen, Fran and Ginger are all candidates for two identical jobs.
THERE ARE TOTAL 7 PERSONS FOR SELECTION OF JOB
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- One coin is tossed twice. Case A is the first shot coming in tails, case B is the second shot coming in tails, and case C is having only one tails. Does the fact that these three events are two by two are independent give the result that all three are independent?Suppose you have two boxes A and B. Box A contains 7 black marbles, 4 white marbles. Box B contains 7 white and 4 black marbles. A random experiment is performed in two sequential trials by first drawing a marble randomly from box A and putting into Box B. In the second trial after the first trial, a marble is drawn randomly from box B. Answer the following questions. Are the two trials independent or dependent? Give reasons to support your answer Draw a probability tree diagram to show the execution of this random experiment. What is the probability of drawing a white marble from box B at the end of 2nd trial? What is the probability of drawing a black marble from box B at the end of 2nd trial? Identify all the mutually exclusive events present in the given scenario and verify that they are mutually exclusive.…if two events A and B are manually exclusive, what is the value of P(A and B)?
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