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A die that is fair will have each face of the die come up onesixth of the time in the long run. The population for die throwing contains the results of throwing the die an infinite number of times. For this problem, the parameter
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an unbiased die rolled n times. what is the probability that the product of the scores is an even number
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A loaded die has the property that the probability of throwing an odd number is three time the probability of throwing an even number. If the even number are equally likely to appear, find the probability of rolling either a 3 or
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When two die are tossed,throwing a sum of 7 is three times more likely than throwing a sum of 11.if the probability of throwing a sum of 11 is 1:18,what is the probability of throwing a sum of 7?
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A die is thrown 20 times and a sucess is defined as on or a six on the upace of the die,. Use binomial distribution to determine the probability of getting exactly 5 successions in 20 trials
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An ordinary die is thrown seven times.find the probability of obtaining exactly three sixes
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The faces of a green tetrahedron die are marked 10,20,30 and 40. All three die are thrown together and the scores added. Find the probability that the total is more than 30 but less than 35.
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A die is thrown 240 times. What is the probability of getting fifty 2s. plss I have been stuck on this
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Consider an experiment in which a fair foursided die (with faces labeled 0 , 1 , 2 , 3 ) is rolled once to determine how many times a sixsided die (with faces labeled 1 ,.., 6 ) is rolled. The die rolls are independent. Let X be
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An unbiased dice is thrown 10 times. Let X be the number of sixes obtained. Find: C) P(X
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