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with the situation in exercise 13 consider the strategy such that for i 4 smith bets mini 4 - i and for i ge 4 he bets
question prepare a written response to the following questionspart -11 list the four steps of hypothesis testing and
1 letnbspfnbspxnbspbe the uniform density onnbspoelig0nbsp1nbspand letnbspgxnbspbe the density
1nbsp give an example of a density function onnbspoelig0 1nbspby giving a formula such that the density is finite at
1 poisson approximationnbspthere are five coins on a desk with probabilities 05 1 05 01 and 04 for heads using a
1 poisson nbspapproximationnbspassume nbspthat nbspeach nbspof nbsp2000 nbspindividuals living near a nuclear power
1 supposenbspxnbspnbsphas a poisson distribution such thatnbsppxnbspnbspdnbspnbspkd pxnbspdnbspknbspcnbsp1nbspfor some
1nbspnbsptwelve vegetable cans all of the same size have lost their nbsplabels it is known that five contain tomatoes
1 a binomial random variable has mean 14 and variance 42 find the probability that it is strictly larger than 102
1 nbspdistribution of maximumnbspsupposenbspnnbspnumbers are drawn at random from f1 2nbspmiddotmiddotmiddotnbspnnbspg
1 nbspa waiting time problemnbsptim jack and john are going to have coffee at the local coffee shop they will each toss
1nbspnbsppepys problemnbspfind the probability that at leastnbspnnbspsixes are obtained whennbsp6nnbspfair dice are
1 suppose a fair coin is tossednbspnnbsptimes find the probability that exactly half of the tosses result in heads
1 generating function and momentsnbspsupposenbspxnbsphas the generat- ing functionnbspgs express the variance and the
1 use your computernbspsimulate 500 independent standard normal values use these to generate 250 pairs of bivariate
1 uniformnbspordernbspstatisticsnbspsupposenbspx1nbspnbspx5nbspare independentnbspunbspoelig0nbsp1nbspvariables find
bivariate normal conditional calculationnbspsuppose the systolic blood pressurenbspxand fasting blood sugarnbspynbspare
1 bivariate normal probabilitynbspnbspsupposenbsp thenbsp amountsnbsp of nbspoil in barrels lifted on a given day from
1nbspnbspprobability of a diamondnbspsupposenbspx ynbspznbspare independent unbspoelig-1nbsp1nbspvariables find the
1nbspsam tosses two fair dice and fred tosses one sam wins if his sum is at least twice as much as freds score what is
1nbspnorth and south have all the aces between them in a bridge game what is the probability that one has one ace and
1 onnbsp10 of the days sams computer does not work if the computer does not work then he turns on the television and
1 jen will call cathy on saturday with anbsp60 probability she will call cathy on sunday with an80 probability the
1nbspsupposenbspnnbspunrelated people are gathered together what is the smallestnbspnnbspfor which chances arenbspgt50
using a computer simulate the experiment of rolling a fair die n d 20 times perform your simulation 500 times and count