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problem arithmetic expressionwrite a subroutine that takes three arguments x y and z they are in a0 a1 and a2 it then
question suppose that a company ships packages that are variable in weight with an average weight of 15 lb and a
question an irregularly shaped object of unknown area a is located in the unit square 0 le x le 1 0 le y le 1 consider
question suppose that a basketball player can score on a particular shot with probability 3 use the central limit
question the volume of a bubble is estimated by measuring its diameter and using the relationshipv prod6d3suppose that
question the position of an aircraft relative to an observer on the ground is estimated by measuring its distance r
question a six-sided die is rolled 100 times using the normal approximation find the probability that the face showing
question a skeptic gives the following argument to show that there must be a flaw in the central limit theorem we know
question suppose that is a random variable that follows a gamma distribution with parameters lambda and alpha where
question an item is present in a list of n items with probability p if it is present its position in the list is
question a fair coin is tossed n times and the number of heads n is counted the coin is then tossed n more times find
question the number of offspring of an organism is a discrete random variable with mean mu and variance sigma2 each of
question repeat problems i and ii assuming that the distribution of the lengths is exponentialproblems ii a random
question suppose that n enemy aircraft are shot at simultaneously by m gunners that each gunner selects an aircraft to
question suppose that a segment of dna of length 1000000 is to be shotgun sequenced with fragments of length 1000a how
question this is a simplified inventory problem suppose that it costs c dollars to stock an item and that the item
question a list of n items is arranged in random order to find a requested item they are searched sequentially until
question a card contains n chips and has an error-correcting mechanism such that the card still functions if a single
question suppose that a queue has n servers and that the length of time to complete a job is an exponential random
question consider forming a random rectangle in two ways let u1 u2 and u3 be independent random variables uniform on 0
question a point is generated on a unit disk in the following way the radius r is uniform on 0 1 and the angle is
question suppose that conditional on n x has a binomial distribution with n trials and probability p of success and
question spherical particles whose radii have the density function frr are dropped on a mesh as in problem find an
question let fx 6x21 - x2 for -1 le x le 1a describe an algorithm to generate random variables from this density using
question show that the number of iterations necessary to generate a random variable using the rejection method is a