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Among 28 professors of a certain department, 18 drive foreign cars and 10 drive local made cars. If 5 of these professors are selected at random, what is the probability that atleast 3 of them drive foreign cars?
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Out of 750 families with 4 children each, how many families would be expected to have atleast one boy
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Out of 750 families with 4 children each, how many families would be expected to have atmost 2 girls
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Out of 750 families with 4 children each, how many families would be expected to have children of both sexes? Assume equal probabilities for boys and girls.
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Forty percent of business travellers carry a laptop. In a sample of 15 business travelers, what is the probability that 3 will have a laptop?
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Forty percent of business travellers carry a laptop. In a sample of 15 business travelers, what is the probability that 12 of the travelers will not have a laptop?
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Forty percent of business travellers carry a laptop. In a sample of 15 business travelers, what is the probability that atleast three of the travelers have a laptop?
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A pair of dice is thrown 4 times. If getting a doublet is considered a success, find the probability of 2 successes
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The mean of a binomial distribution is 5 and standard deviation is 2. Determine the distribution
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Determine the binomial distribution for which the mean is 4 and variance 3. Also find P(X=15)
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Assume that a drug causes a serious side effect at a rate of three patients per one hundred. What is the probability that atleast one person will have side effects in a random sample of ten patients taking the drug?
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Consider five mice from the same litter, all suffering from Vitamin A deficiency. They are fed a certain dose of carrots. The positive reaction means recovery from the disease. Assume that the probability of recovery is 0.73. What is the probability that atleast 3 of the 5 mice recover
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An experiment succeeds twice as often as it fails, what is the probability that in next five trials there will be three successes
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An experiment succeeds twice as often as it fails, what is the probability that in next five trials there will be at least three successes
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Define Poisson distribution
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Write any 2 examples for Poisson distribution
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Write the conditions for which the poisson distribution is a limiting case of binomial distribution
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Derive the mean and variance of poisson distribution
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Mention the properties of poisson distribution
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The mortality rate for a certain disease is 7 in 1000. What is the probability for just 2 deaths on account of this disease in a group of 400? [Given e–2.8 = 0.06]
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