Pate: //20 A rondom Variable x takes value X; with Bobab 2 Pi with i=1N labelling all possibilities. The Value of x is given.
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- Let Yn denote the nth order statistic of a random sample of size n froma distribution of the continuous type. Find the smallest value of n for which theinequality P(ξ0.9 < Yn) ≥ 0.75 is true.A statistics professor plans classes so carefully that the length of her classes are uniformly distributed between 49.0 and 59.0 minutes. Find the probaility that a given class period runs between 50.75 and 51.5 minutes?Verify that if X has an F distribution with ν1 andν2 degrees of freedom and ν2 →q, the distribution ofY = ν1X approaches the chi-square distribution with ν1degrees of freedom.
- Suppose a random variable has a continuous uniform distribution between 0 and 10, such that its probability density function is: f(x) = 1/10. a) According to Chebychef’s rule, what is the smallest probability a random x will within 2 standard deviations of its mean? i.e. P(|x − µ| <2 ∗ σ) b) What is the exact probability that a random x will fall within 2 standard deviations of its mean for this uniform distribution?Suppose X has a uniform distribution on the interval [−2, 3]. Find themoment generating function of X.The graph shows the probability density function for a car brand that has a mean fuel efficiency of 26 miles per gallon and a standard deviation of 2.4 miles per gallon (a) Which is greater, the probability of choosing a car at random that gets between 26 and 28 miles per gallon or the probability of choosing a car at random that gets between 22 and 24 miles per gallon? (b) Which is greater, the probability of choosing a car at random that gets between 20 and 22 miles per gallon or the probability of choosing a car at random that gets at least 30 miles per gallon?