Exercise 4- Suppose that a Bernoulli-type experiment is carried out as.pdf

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Exercise 4. Suppose that a Bernoulli-type experiment is carried out as many times as necessary until it is successful for the first time. If the probability of success is a random variable with a uniform distribution in the interval (0,1), what is the probability that 5 repetitions of the experiment are necessary?.

Exercise 4. Suppose that a Bernoulli-type experiment is carried out as many times as necessary
until it is successful for the first time. If the probability of success is a random variable with a
uniform distribution in the interval (0,1), what is the probability that 5 repetitions of the
experiment are necessary?

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Darsey Conciady marufactures three products fram a cammon input in a joint prockssey operation. Joint peccessing conts up to the splteof point total $370000 per quater for financial reporting purposes, the company alocates these conts to the joest products on the bosk of their relative sales value at the spitg off point, Unit seing prices and todat outpof at the split off point are is followr. Fach product can be processed further after the spit off point. Additional processing requires no speciat facables. Mhe adulitional. jerocessieng costs (pet quatee) and unt sefling paces after fatther procesing are given behow Required. 1. What is the financial advantage (disadvantage) of farther pencessing cach of the tiee probicts beycind the spat off poent? 2. Based on your analysis in requirement 1, which protuct or prodicts should be sold at the spit off pokt and which praduct of products shoud be processed fiathed? Camplete this agestion ty entering your artawers in the tabs below. What is the francial adrantage (disadvantage) of futtier processing each of the three preakicts berond tife selit olt point? Noce: Do nut coubd your intermestate cakculatses. Enter "disaivantages" as a negative walue..

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